CTSCTSCongreso Internacional Culturas de la ciencia y la tecnología: praxeología de la cultura científicaNATALIA FERNANDEZ JIMENOhttps://cts.grupos.uniovi.es/actualidad/-/blogs/congreso-internacional-culturas-de-la-ciencia-y-la-tecnologia-praxeologia-de-la-cultura-cientifica2021-10-19T18:54:53Z2021-05-10T11:26:10Z<div style="text-align: center;">
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" /></p>
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<span style="font-size:18px;"><strong>Facultad de Filosofía y Letras, Universidad de Oviedo</strong></span></p>
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<span style="font-size:18px;"><strong>20-22 de octubre de 2021</strong></span></p>
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<span style="font-size:12px;"><span style="color:#b22222;"><strong><a href="#DESCRIPCIÓN ">DESCRIPCIÓN </a> <a href="#CONFERENCIANTES CONFIRMADOS"> CONFERENCIANTES</a> <a href="#COMITÉ ORGANIZADOR">COMITÉ ORGANIZADOR </a> <a href="#COMITÉ CIENTÍFICO">COMITÉ CIENTÍFICO</a></strong></span></span></p>
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<span style="font-size:12px;"><span style="color:#b22222;"><strong><a href="#LLAMAMIENTO A CONTRIBUCIONES"> CONTRIBUCIONES </a> <a href="#INSCRIPCIONES"> INSCRIPCIONES</a> <a href="#CALENDARIO">CALENDARIO</a> <a href="#CONTACTO"> CONTACTO</a> </strong></span><span style="color:#800080;"><strong> </strong></span><strong><a href="#NOVEDADES"><span style="color:#800080;">NOVEDADES</span></a></strong></span></p>
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<a href="#PROGRAMA"><span style="font-size:12px;"><strong><span style="color:#800080;">PROGRAMA</span></strong></span></a></p>
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<span style="color:#008080;"><strong><a name="DESCRIPCIÓN "></a>DESCRIPCIÓN</strong></span></p>
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Frente a las definiciones tradicionales de “ciencia” en términos de conocimientos y “tecnología” en términos de artefactos materiales, los estudios de la ciencia y la tecnología se han aproximado a estos fenómenos en las últimas décadas entendiéndolos como prácticas y como culturas. Al estudiar cómo se hacen la ciencia y la tecnología y el conjunto de recursos en los que estas prácticas se desarrollan y sobre los que operan, la ciencia y la tecnología salen de los textos y los artefactos y cobran vida en laboratorios, talleres, despachos, bibliotecas o archivos. Pero en una sociedad en la que la ciencia y la tecnología tienen un papel protagonista, es preciso atender también a las culturas y las prácticas públicas que generan más allá de las comunidades profesionales. Estas culturas públicas de la ciencia y la tecnología pueden entenderse como el conjunto de recursos científico-tecnológicos que la sociedad, individual y colectivamente, adquiere y moviliza (en términos de conocimientos y actitudes) y que tienen asimismo un importante componente práctico (en términos de comportamientos). Estas culturas públicas de la ciencia y la tecnología y sus prácticas asociadas conforman el centro de este encuentro, que se estructura alrededor de cuatro ejes temáticos relacionados: percepción, comunicación, educación y participación. A través de estos cuatro ejes se abordarán los procesos de producción de culturas públicas de la ciencia y la tecnología a través de las prácticas de transmisión en diferentes contextos y de apropiación social por parte de la ciudadanía. </p>
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<span style="color:#008080;"><strong><a name="CONFERENCIANTES CONFIRMADOS"></a>CONFERENCIANTES </strong></span></p>
<p>
<img alt="Estudios Sociales de la Ciencia CTS - Meaning and Measures on Scientific Culture - Actualidad" src="data:image/jpeg;base64,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" /></p>
<p>
<strong> Jon Miller (Universidad de Michigan)</strong></p>
<p>
</p>
<p>
<img alt="Bernard Schiele | Répertoire des professeurs | UQAM" src="https://photos-professeurs.uqam.ca/images/fiche_professeur/m2/Wsu0I9grWWY_.jpg" /></p>
<p>
<strong>Bernard Schiele (Universidad de Québec en Montréal)</strong></p>
<p>
</p>
<p>
<strong> </strong><img alt="" 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" /></p>
<div>
<strong> </strong><strong> Javier Gómez Ferri (Universidad de Valencia)</strong></div>
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<p>
<img alt="" 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" /></p>
<p>
<strong> José Antonio López Cerezo (Universidad de Oviedo)</strong></p>
<p>
</p>
<p>
<img alt="" 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" /></p>
<p>
<strong> Marta I. González García (Universidad de Oviedo)</strong></p>
</div>
<div>
</div>
<p style="text-align: justify;">
<span style="color:#008080;"><strong><a name="COMITÉ ORGANIZADOR"></a>COMITÉ ORGANIZADOR</strong></span></p>
<ul>
<li>
Marta I. González García (Universidad de Oviedo)</li>
<li>
Natalia Fernández Jimeno (Universidad de Oviedo)</li>
<li>
Germán Hevia Martínez (Universidad de Oviedo)</li>
<li>
Belén Laspra Pérez (Universidad de Oviedo)</li>
</ul>
<p style="margin-left: 36pt;">
</p>
<p>
<span style="color:#008080;"><strong><a name="COMITÉ CIENTÍFICO"></a>COMITÉ CIENTÍFICO</strong></span></p>
<ul>
<li>
Guillermo Aleixandre Mendizábal (Universidad de Valladolid)</li>
<li>
Cipriano Barrio Alonso (Universidad de Oviedo)</li>
<li>
Noelia Bueno Gómez (Universidad de Oviedo)</li>
<li>
Santiago Cáceres Gómez (Universidad de Valladolid)</li>
<li>
Montaña Cámara Hurtado (Universidad Complutense de Madrid)</li>
<li>
Cristina Palma Conceição (ISCTE-IUL)</li>
<li>
Antonio Firmino da Costa (ISCTE-IUL)</li>
<li>
José Manuel de Cózar Escalante (Universidad de La Laguna)</li>
<li>
Ana Cuevas Badallo (Universidad de Salamanca)</li>
<li>
Javier Gómez Ferri (Universidad de Valencia)</li>
<li>
Javier Gómez González (Universidad de Valladolid)</li>
<li>
José Antonio López Cerezo (Universidad de Oviedo)</li>
<li>
Armando Menéndez Viso (Universidad de Oviedo)</li>
<li>
María José Miranda Suárez (Universidad de Oviedo)</li>
<li>
Ana Muñoz van den Eynde (CIEMAT)</li>
<li>
Carmelo Andrés Polino (Centro Redes & Universidad de Oviedo)</li>
</ul>
<p>
</p>
<p>
<span style="color:#008080;"><strong><a name="LLAMAMIENTO A CONTRIBUCIONES"></a>LLAMAMIENTO A CONTRIBUCIONES</strong></span></p>
<p style="text-align: justify;">
El congreso internacional <em>Culturas de la ciencia y la tecnología: praxeología de la cultura científica </em>es un espacio donde intersectan la reflexión sobre las culturas y prácticas públicas de la ciencia y la tecnología. Los ejes temáticos del congreso son la percepción, la comunicación, la educación y la participación.</p>
<p style="margin-left: 40px; text-align: justify;">
<strong>Normas para la entrega de propuestas: </strong></p>
<ul>
<li style="text-align: justify;">
Enviar cumplimentada la plantilla que está disponible para descargar <a href="/documents/279431/3964708/Plantilla+comunicaciones/cbf114e2-6e04-47d7-bdfc-05ae16421d5d"><strong>AQUÍ.</strong></a></li>
<li style="text-align: justify;">
En el correo deberá indicarse el nombre completo, DNI/pasaporte, la filiación (si la hubiese), el correo electrónico y el título de la propuesta.</li>
<li style="text-align: justify;">
Los idiomas admitidos son el español, portugués o inglés.</li>
<li style="text-align: justify;">
Se recomienda utilizar como fuente <em>Times New Roman</em>, con un tamaño de 11 puntos y un interlineado sencillo.</li>
<li style="text-align: justify;">
Las propuestas deben enviarse antes del 1 de septiembre al correo: <a href="mailto:estudioscts@gmail.com">estudioscts@gmail.com</a> indicando en el asunto: “CALL FOR” + “Nombre”</li>
</ul>
<p style="text-align: justify;">
</p>
<p style="text-align: justify;">
La evaluación de las propuestas recibidas será de acuerdo con el siguiente procedimiento:</p>
<p style="text-align: justify;">
Todas las propuestas recibidas serán evaluadas por al menos dos miembros del Comité Científico. Una vez cerrado el plazo de presentación de comunicaciones el Comité Organizador asignará un código aleatorio a cada participante antes de remitir las propuestas al Comité Científico, preservando así el anonimato. El resumen de cada participante será evaluado favorable o desfavorablemente por los dos miembros del Comité Científico asignados. Será automáticamente aceptada si es evaluada favorablemente por ambos. En caso de discrepancia, la propuesta será evaluada por un tercer miembro del Comité Científico.</p>
<p style="text-align: justify;">
</p>
<p style="text-align: justify;">
<span style="color:#008080;"><strong><a name="INSCRIPCIONES"></a>INSCRIPCIONES</strong></span></p>
<p style="text-align: justify;">
La inscripción es gratuita. Quienes deseen recibir una acreditación de participación deberán enviar un correo a <a href="mailto:estudioscts@gmail.com">estudioscts@gmail.com</a> indicando en el asunto: “INSCRIPCIÓN”. El correo deberá contener los siguientes datos: nombre completo y DNI/pasaporte.</p>
<p style="text-align: justify;">
</p>
<p style="text-align: justify;">
<span style="color:#008080;"><strong><a name="CALENDARIO"></a>CALENDARIO</strong></span><span style="color:#800080;"><strong> (actualizado)</strong></span></p>
<p style="text-align: justify;">
Fecha de realización del evento: 20 al 22 de octubre de 2021</p>
<p style="text-align: justify;">
Cierre de la llamada a contribuciones: 1 de septiembre de 2021. </p>
<p style="text-align: justify;">
Comunicación de aceptaciones de comunicaciones: 4 de octubre de 2021</p>
<p style="text-align: justify;">
Plazo para la recepción de videos de las comunicaciones:<strong> 18 de octubre de 2021</strong></p>
<p style="text-align: justify;">
<span style="color:#008080;"><strong><a name="CONTACTO"></a>CONTACTO</strong></span></p>
<p style="text-align: justify;">
Para cualquier duda o aclaración puede ponerse en contacto con el comité organizador en la siguiente dirección <a href="mailto:estudioscts@gmail.com">estudioscts@gmail.com</a> indicando en el asunto “CONSULTA”.</p>
<p style="text-align: justify;">
</p>
<p style="text-align: justify;">
<strong style="color: rgb(178, 34, 34); text-align: center;"><a name="NOVEDADES"></a> <span style="color:#800080;">NOVEDADES</span></strong></p>
<p style="text-align: justify;">
Nos complace anunciar que el Congreso adoptará un formato híbrido. Las presentaciones podrán seguirse a través de Internet y contaremos con ponencias y comunicaciones por videoconferencia. Próximamente facilitaremos detalles a las personas inscritas por correo electrónico. </p>
<p style="text-align: justify;">
</p>
<p style="text-align: justify;">
<strong><span style="color:#008080;"><a name="PROGRAMA"></a> PROGRAMA</span></strong></p>
<p>
<strong>Miércoles, 20</strong></p>
<p>
<em>S<span style="font-size:12px;">alón de actos de la Biblioteca de Humanidades. Campus del Milán</span></em></p>
<p>
</p>
<p>
16:00 – Bienvenida e inaguración.</p>
<p>
16:15 – Conferencia inaugural. The future of scientific literacy in a just-in-time world. Jon Miller (University of Michigan) </p>
<p>
17:00 – Conferencia plenaria: Science culture: challenges to overcome. Bernard Schiele (University of Quebec)</p>
<p>
<span style="color:#0000ff;"><strong><a href="https://teams.microsoft.com/l/meetup-join/19%3aM5ktb4rLH4Btb9zgamE9Ov3L5_SE1NeFIbkoMg3q0Rw1%40thread.tacv2/1634205564654?context=%7b%22Tid%22%3a%2205ea74a3-92c5-4c31-978a-925c3c799cd0%22%2c%22Oid%22%3a%227702285e-96d9-4edf-95e8-8fbab503df9e%22%7d" target="_blank">ACCEDER ONLINE A LA INAUGURACIÓN Y PLENARIAS</a></strong></span></p>
<p>
17:45 – Pausa </p>
<p>
<span style="font-size:12px;">18:00 – Mesa redonda: Comprensión pública de la ciencia y la tecnología. Intervienen: Ana Muñoz van den Eynde (CIEMAT), Montaña Cámara Hurtado (Universidad Complutense Madrid), Carmelo Polino (Universidad de Oviedo), Laura Ferrando (investigadora independiente). Modera: Belén Laspra (Universidad de Oviedo)</span></p>
<p>
<strong><a href="https://teams.microsoft.com/l/meetup-join/19%3aM5ktb4rLH4Btb9zgamE9Ov3L5_SE1NeFIbkoMg3q0Rw1%40thread.tacv2/1634198743369?context=%7b%22Tid%22%3a%2205ea74a3-92c5-4c31-978a-925c3c799cd0%22%2c%22Oid%22%3a%227702285e-96d9-4edf-95e8-8fbab503df9e%22%7d" target="_blank">ACCEDER ONLINE A LA MESA COMPRENSIÓN</a></strong></p>
<p>
</p>
<p>
<span style="font-size:12px;"><strong>Jueves, 21</strong></span></p>
<p>
<span style="font-size:12px;"><em>Salón de actos de la Biblioteca de Humanidades. Campus del Milán</em></span></p>
<p>
10:00h – Sesión de comunicaciones. Panel A </p>
<p>
<strong><a href="https://teams.microsoft.com/l/meetup-join/19%3aM5ktb4rLH4Btb9zgamE9Ov3L5_SE1NeFIbkoMg3q0Rw1%40thread.tacv2/1634286970149?context=%7b%22Tid%22%3a%2205ea74a3-92c5-4c31-978a-925c3c799cd0%22%2c%22Oid%22%3a%22fedbe5dc-cfb6-484b-81e5-0dd81d706e7f%22%7d">ACCEDER ONLINE AL PANEL A</a></strong></p>
<p>
<span style="font-size:12px;">11:30 – Pausa </span></p>
<p>
<span style="font-size:12px;">12:00 – </span>Mesa redonda: Comunicación social de la ciencia. Intervienen: Ana Delicado (Universidad de Lisboa), Luz Mar González Arias (Universidad de Oviedo), Ignacio Fernández Bayo (ISPA-AECC), Maria Eugenia Fazio (Universidad Nacional de Quilmes). Modera: Marta González García (Universidad de Oviedo)</p>
<p>
<strong><a href="https://teams.microsoft.com/l/meetup-join/19%3aM5ktb4rLH4Btb9zgamE9Ov3L5_SE1NeFIbkoMg3q0Rw1%40thread.tacv2/1634200568079?context=%7b%22Tid%22%3a%2205ea74a3-92c5-4c31-978a-925c3c799cd0%22%2c%22Oid%22%3a%227702285e-96d9-4edf-95e8-8fbab503df9e%22%7d" target="_blank">ACCEDER ONLINE A LA MESA COMUNICACIÓN</a></strong></p>
<p>
14:00 – Descanso</p>
<p>
<span style="font-size:12px;">Sesión de comunicaciones paralelas: Paneles B y C</span></p>
<p style="margin-left: 40px;">
<span style="font-size:12px;">16:00 – Panel B. <em>Sala de Juntas del Departamento de Filosofía</em></span></p>
<p style="margin-left: 40px;">
<strong><a href="https://teams.microsoft.com/l/meetup-join/19%3a6dd2e80265a748e9ba876e00b593205e%40thread.tacv2/1634287435127?context=%7b%22Tid%22%3a%2205ea74a3-92c5-4c31-978a-925c3c799cd0%22%2c%22Oid%22%3a%22fedbe5dc-cfb6-484b-81e5-0dd81d706e7f%22%7d">ACCEDER ONLINE AL PANEL B</a></strong></p>
<p style="margin-left: 40px;">
<span style="font-size:12px;">15:45 – Panel C. <em>Salón de actos de la Biblioteca de Humanidades</em></span></p>
<p style="margin-left: 40px;">
<a href="https://teams.microsoft.com/l/meetup-join/19%3a65decc4915664b7597865372983ebc36%40thread.tacv2/1634287613264?context=%7b%22Tid%22%3a%2205ea74a3-92c5-4c31-978a-925c3c799cd0%22%2c%22Oid%22%3a%22fedbe5dc-cfb6-484b-81e5-0dd81d706e7f%22%7d"><b>ACCEDER ONLINE AL PANEL C</b></a></p>
<p>
<span style="font-size:12px;">17:30 – Pausa </span></p>
<p>
<span style="font-size:12px;">18:00 –Mesa redonda: Cultura científica en entornos de aprendizaje. Intervienen: Isabel Martins (Universidad de Aveiro), Rui Vieira (Universidad de Aveiro), Mariano Martin Gordillo (Grupo ARGO), Mónica Herrero (Universidad de Oviedo), Monique Leivas (INGENIO, CSIC-UPV), Juan Carlos Toscano (FESPM). Modera: Cipriano Barrio Alonso (Universidad de Oviedo).</span></p>
<p>
<strong><a href="https://teams.microsoft.com/l/meetup-join/19%3aM5ktb4rLH4Btb9zgamE9Ov3L5_SE1NeFIbkoMg3q0Rw1%40thread.tacv2/1634202318962?context=%7b%22Tid%22%3a%2205ea74a3-92c5-4c31-978a-925c3c799cd0%22%2c%22Oid%22%3a%227702285e-96d9-4edf-95e8-8fbab503df9e%22%7d" target="_blank">ACCEDER ONLINE A LA MESA APRENDIZAJE</a></strong></p>
<p>
</p>
<p>
<span style="font-size:12px;"><strong>Viernes, 22</strong></span></p>
<p>
<span style="font-size:12px;"><em>Salón de actos de la Biblioteca de Humanidades. Campus del Milán</em></span></p>
<p>
10:00 – Mesa redonda: Participación pública y política científica. Intervienen: Ana Cuevas (Universidad de Salamanca), María J. Miranda (Universidad de Oviedo), Santiago Cáceres (Universidad de Valladolid), José Manuel de Cózar (Universidad de La Laguna). Moderador: Armando Menéndez Viso (Universidad de Oviedo).</p>
<p>
<strong><a href="https://teams.microsoft.com/l/meetup-join/19%3aM5ktb4rLH4Btb9zgamE9Ov3L5_SE1NeFIbkoMg3q0Rw1%40thread.tacv2/1634203355574?context=%7b%22Tid%22%3a%2205ea74a3-92c5-4c31-978a-925c3c799cd0%22%2c%22Oid%22%3a%227702285e-96d9-4edf-95e8-8fbab503df9e%22%7d" target="_blank">ACCEDER ONLINE A LA MESA PARTICIPACIÓN</a></strong></p>
<p>
<span style="font-size:12px;">12:00 – Pausa </span></p>
<p>
<span style="font-size:12px;">12:30 – Conferencia:<em>¿Tienen agencia epistémica los colectivos sociales? </em>Javier Gómez Ferri (Universidad de Valencia). </span></p>
<p>
<span style="font-size:12px;">13:15 – Conferencia final. José Antonio López Cerezo y Marta I. González García </span></p>
<p>
<strong><a href="https://teams.microsoft.com/l/meetup-join/19%3aM5ktb4rLH4Btb9zgamE9Ov3L5_SE1NeFIbkoMg3q0Rw1%40thread.tacv2/1634204394988?context=%7b%22Tid%22%3a%2205ea74a3-92c5-4c31-978a-925c3c799cd0%22%2c%22Oid%22%3a%227702285e-96d9-4edf-95e8-8fbab503df9e%22%7d" target="_blank">ACCESO A PLENARIAS Y CLAUSURA</a></strong></p>
<p>
</p>
<p>
<span style="font-size:12px;">Panel A. Modera Germán Hevia</span></p>
<p>
<span style="font-size:12px;">10:00<em> Praxeologías en Ciencia Reguladora. Un caso de evaluación de beneficios. </em>Noemí Sanz Merino (Universitat de les Illes Balears) </span></p>
<p>
<span style="font-size:12px;">10:15 <em>Researchers’ barriers to communicating science: finding solutions. </em>Inês Navalhas (CIUCHT/Ciências Ulisboa), Esther Marín-González (cE3c/Ciências ULisboa) y Cristina Luís (CIUCHT/Ciências ULisboa)</span></p>
<p>
<span style="font-size:12px;">10:30<em> Tertulias científicas dialógicas en enseñanza secundaria. </em>Gemma Llaneza Alonso, Leticia Pérez Sánchez, Verónica García López y Pablo Sanz Martínez</span></p>
<p>
<span style="font-size:12px;">10:45<em> Dignificar la España Vaciada mediante la cooperación social y los laboratorios ciudadanos: una aproximación CTS-Rural desde la honestidad y la realidad del medio. </em>Raúl Carbajal López, Cipriano Barrio Alonso y Javier Gil Martín (Universidad de Oviedo)</span></p>
<p>
<span style="font-size:12px;">11:00<em> La función de la filosofía en la comprensión de la naturaleza de la ciencia y las controversias sociocientíficas. </em>Hugo Viciana y Aníbal Monasterio Astobiza (Universidad de Sevilla)</span></p>
<p>
<span style="font-size:12px;">11:15<em> ENJOI: Co-producción y participación de múltiples agentes para una comunicación pública de la ciencia más abierta, ética, innovadora y responsable </em>Esther Marín-González (cE3c/Ciências ULisboa), Cristina Luís (CIUCHT/Ciências ULisboa) e Inês Navalhas (CIUCHT/Ciências Ulisboa)</span></p>
<p>
</p>
<p>
<span style="font-size:12px;">Panel B: Modera Natalia Fernández</span></p>
<p>
<span style="font-size:12px;">16:00 <em>Prácticas participativas y aprendizajes en la gestión local de riesgo de desastres. </em>Marta Isabel Canese de Estigarribia (CONACYT)</span></p>
<p>
<span style="font-size:12px;">16:15<em> Estudio de la Vinicultura Artesanal Urbana en Cuba: práctica tecnológica y sociocultural. </em>Juan Andrés Sosa Pérez (Universidad de Oviedo) y Clara Elisa Miranda Vera (Centro de Estudios Ambientales de Cienfuegos)</span></p>
<p>
<span style="font-size:12px;">16:30 <em>Práctica tecnológica en los flujos de conocimiento sobre el COVID-19 en personal de enfermería de un hospital de Colombia. </em>Carlos Augusto Osorio Marulanda (Universidad del Valle)<strong>, </strong>Claudia Marcela Velásquez (U.D.C.A.), Lorena Martínez Delgado (U.D.C.A.), Claudia Patricia Valencia Molina (U.D.C.A.), Joas Benítez Duque (Universidad del Valle)<strong>, </strong>Gladys Eugenia Canaval Erazo (Universidad del Valle)<strong>, </strong>Katherine Castillo Rojas (Universidad del Valle)<strong>, </strong>Pablo César Manyoma Velásquez (Universidad del Valle)</span></p>
<p>
<span style="font-size:12px;">16:45<em> ¿Qué es la ciencia para los estudiantes universitarios? Un vistazo a sus representaciones sociales. </em>Silvia Domínguez Gutiérrez (Universidad de Guadalajara)</span></p>
<p>
<span style="font-size:12px;">17:00 <em> Comunicación pública y medioambiente: un análisis de la producción científica del 2010 al 2020 en Cuba. </em>Marianela Dávila Lorenzo (Universidad de Cienfuegos "Carlos Rafael Rodríguez") y Liorna Miyashiro Pérez (Centro de Estudios Ambientales de Cienfuegos)</span></p>
<p>
<span style="font-size:12px;">17:15. <em>Intimidades centrífugas. El imperativo de hipervisualidad en las sociedades contemporáneas. </em>Luis Ernesto Cruz Ocaña (Universidad Autónoma de Chiapas)</span></p>
<p>
</p>
<p>
<span style="font-size:12px;">Panel C: Modera Celia Martínez</span></p>
<p>
<span style="font-size:12px;">15:45<em> Fomentando una cultura energética para el desarrollo sostenible en la formación de profesores de Física en Cuba. </em>Francisco Luis Pedroso Camejo</span></p>
<p>
<span style="font-size:12px;">16:00<em> ¿Influye la ansiedad hacia las matemáticas en las calificaciones obtenidas en modalidad virtual? </em>Tatiana Raquel Fernández León (Universidad Tecnológica de Chile INACAP)</span></p>
<p>
<span style="font-size:12px;">16:15<em> Las Tic’s en la educación superior universitaria en tiempos de pandemia en Bolivia. </em>Ricardo Yugar</span></p>
<p>
<span style="font-size:12px;">16:30<em> Aprendizaje de la estadística en profesores en formación con datos auténticos del contexto educativo. </em>Yusimí Guerra Véliz, Julio Leyva Haza y Noelvis Marín Mora (Universidad Central "Marta Abreu" de Las Villas)</span></p>
<p>
<span style="font-size:12px;">16:45 <em>La comunicación en el aula virtual basada en la pedagogía del contrato. </em>Luz María de Guadalupe González Álvarez (Instituto Politécnico Nacional de México)</span></p>
<p>
<span style="font-size:12px;">17:00<em> Desarrollo de capacidades y competencias de gestión del conocimiento y las emociones en el alumnado de la licenciatura de la Universidad Pedagógica</em> Nacional, México. María del Carmen Esperanza Treviño Carrillo</span></p>
<p>
<span style="font-size:12px;">17:15<em> Sugerencias para una educación tecnológica no reduccionista. </em>Martín Parselis (Universidad Católica Argentina)</span></p>
<p>
</p>
<p style="margin-left:35.4pt;">
</p>
<p>
</p>
</div>NATALIA FERNANDEZ JIMENO2021-05-10T11:26:10ZWorkshop: Cultura científica y comunicación de la ciencia en los países iberoamericanosBELEN LASPRA PEREZhttps://cts.grupos.uniovi.es/actualidad/-/blogs/workshop-cultura-cientifica-y-comunicacion-de-la-ciencia-en-los-paises-iberoamericanos2019-09-26T08:38:23Z2019-09-26T08:35:53Z<p style="text-align: center;">
<strong>WORKSHOP: CULTURA CIENTÍFICA Y COMUNICACIÓN DE LA CIENCIA EN PAISES IBEROAMERICANOS</strong></p>
<p style="text-align: center;">
<strong>23 – 27 de Septiembre de 2019</strong></p>
<p style="text-align: center;">
<strong>A cargo de Pablo Melogno y Jorge Rasner</strong></p>
<p>
Sesión 1: Comprensión de la ciencia: el Positivismo lógico</p>
<ul>
<li>
Lugar: Aula 04 del Edificio Departamental</li>
<li>
Fecha: 23 de septiembre</li>
<li>
Hora: 11:00 – 14:00</li>
</ul>
<p>
Sesión 2: Comunicación social de la ciencia desde el Sur</p>
<ul>
<li>
Lugar: Sala de Juntas del Departamento de Filosofía</li>
<li>
Fecha: 24 de septiembre</li>
<li>
Hora: 13:00 – 14:00</li>
</ul>
<p>
Sesión 3: Comprensión de la ciencia: La reacción anti-positivista I</p>
<ul>
<li>
Lugar: Aula 07 del Edificio Departamental</li>
<li>
Fecha: 25 de septiembre</li>
<li>
Hora: 11:00 – 12:00</li>
</ul>
<p>
Sesión 4: Comprensión de la ciencia: La reacción anti-positivista II</p>
<ul>
<li>
Lugar: Aula 07 del Edificio Departamental</li>
<li>
Fecha: 26 de septiembre</li>
<li>
Hora: 12:00 – 14:00</li>
</ul>
<p>
Sesión 5: Encuentro con el Grupo CTS (sesión cerrada)</p>
<ul>
<li>
Lugar: Sala de Juntas del Departamento de Filosofía</li>
<li>
Fecha: 27 de septiembre</li>
<li>
Hora: 10:00 – 12:00</li>
</ul>
<p style="text-align: justify;">
<strong>Pablo Melogno</strong> es profesor en la Facultad de Humanidades y Ciencias de la Educación (UdelaR) de la Universidad de la República (Montevideo, Uruguay). Miembro del Sistema Nacional de Investigadores de la ANII, nivel I. Profesor Adjunto de Epistemología e Historia de la Ciencia en la Facultad de Información y Comunicación de la UdelaR.</p>
<p style="text-align: justify;">
<strong>Jorge Rasner</strong> es profesor en la Facultad de Ingeniería de la Universidad de la República (Montevideo, Uruguay). Docente de Epistemología en la Universidad de la República Investigador del Programa de Desarrollo Académico en Investigación y Comunicación. Miembro de Sistema Nacional de Investigadores (ANII).</p>
<p>
</p>BELEN LASPRA PEREZ2019-09-26T08:35:53ZCongreso: Cultura científica y tecnológica en la sociedad digitalBELEN LASPRA PEREZhttps://cts.grupos.uniovi.es/actualidad/-/blogs/congreso-cultura-cientifica-y-tecnologica-en-la-sociedad-digital2019-10-24T09:25:23Z2019-06-27T08:35:14Z<p align="center">
</p>
<p align="center">
<span style="font-size:16px;"><strong>Cultura científica y tecnológica en la sociedad digital</strong></span></p>
<p align="center">
<strong>Facultad de Filosofía y Letras, Universidad de Oviedo</strong></p>
<p align="center">
<strong>30-31 de octubre de 2019</strong></p>
<p align="center">
<strong style="color: rgb(178, 34, 34);"><a href="#descripcion">DESCRIPCIÓN</a> <a href="#programa">PROGRAMA</a> <a href="#plenarias">CONFERENCIAS PLENARIAS</a> <a href="#comitecc">COMITÉ CIENTÍFICO</a> <a href="#comiteor">COMITÉ ORGANIZADOR</a> <a href="#comun">COMUNICACIONES</a> <a href="#inscrip"> INSCRIPCIÓN </a> <a href="#contacto">CONTACTO</a></strong></p>
<p style="text-align: center;">
<b><a href="/documents/279431/3052071/Cartel+CCTeSD/9cc29937-27da-46ab-8086-389f7527baa6">Descargar cartel</a> </b><font color="#b22222"><b> | <a href="/documents/279431/3052071/Diptico+CCTeSD/d83e5512-a857-4b79-8ea3-2910054f7692">Descartar díptico</a></b></font></p>
<p>
<strong><span style="color:#ff0000;"><a name="descripcion"></a></span><span style="color:#b22222;">DESCRIPCIÓN</span></strong></p>
<p style="text-align: justify;">
Desde que apaga la alarma del despertador por la mañana hasta que sale por la puerta, cada persona de este país toma decisiones sobre higiene y alimentación, reciclaje, tecnología, moda y, si tiene tiempo, seguramente también sobre política y asuntos locales. En las sociedades post-industriales, la ciudadanía, sea consciente o no, se ve impelida a poner en juego sus conocimientos, valores y actitudes hacia la ciencia, la tecnología, el medioambiente, la salud y la seguridad para afrontar diferentes situaciones que se presentan en la vida diaria.</p>
<p style="text-align: justify;">
Por eso, el propósito de este encuentro es crear un espacio de diálogo donde poder debatir sobre similitudes y diferencias entre diferentes variedades de la cultura científica y tecnológica (ingenieril, alimentaria, sanitaria o medioambiental) a la luz de la sociedad digital. ¿Cuáles son sus lugares comunes?, ¿cuáles son las fronteras y los puntos de demarcación?, ¿hay problemas específicos de cada una de ellas?, ¿cómo pueden beneficiarse mutuamente? Estas son algunas de las preguntas que se plantean en este encuentro. Culturas hay muchas, pero queremos dejar la puerta abierta a la reflexión sobre otras posibles culturas, quizá más desconocidas o minoritarias, pero no por ello menos importantes.</p>
<p style="text-align: justify;">
<strong><span style="color:#b22222;"><a name="programa"></a>PROGRAMA </span></strong></p>
<p>
<strong>Acreditaciones</strong>: Miércoles, de 10:00 a 14:00. Despacho 210 Grupos de Investigación. Departamento de Filosofía.</p>
<p>
<strong>Lugar: Salón de Actos del Departamento de Filología Anglo-germánica y Francesa, Edificio Departamental, Facultad de Filosofía y Letras. </strong></p>
<ul>
<li>
<strong>Miércoles, 30 octubre</strong></li>
</ul>
<p>
15:45 Inauguración</p>
<p>
16:00-17:30 Conferencia plenaria: Miguel Ángel Quintanilla (U. Salamanca),<em><span style="font-size:11px;"> <span style="font-size:12px;"><strong><span style="color: rgb(32, 31, 30); font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, BlinkMacSystemFont, Roboto, "Helvetica Neue", sans-serif;">Ideas filosóficas para constructores de robots entrañables</span></strong></span></span></em></p>
<p>
17:30-18:00 Reflexiones desde la sociedad digital</p>
<p>
18:00-18:30 Descanso</p>
<p>
18:30- 20:00 Mesa redonda: cultura tecnológica e ingenieril</p>
<p>
Modera: José Antonio López Cerezo</p>
<p style="margin-left:35.4pt;">
Ana Cuevas Badallo (Universidad de Salamanca)</p>
<p style="margin-left:35.4pt;">
Ramón Rubio (MediaLab-Uniovi)</p>
<p style="margin-left:35.4pt;">
Martín Parselis (Universidad Católica de Argentina)</p>
<p style="margin-left:35.4pt;">
Santiago Cáceres Gómez (Universidad Valladolid)</p>
<ul>
<li>
<strong>Jueves, 31 octubre</strong></li>
</ul>
<p>
10:00-11:30 Mesa redonda: cultura de la salud</p>
<p>
Modera: Marta González García</p>
<p style="margin-left:35.4pt;">
Miguel Ángel Lurueña (Gominolas de petróleo)</p>
<p style="margin-left:35.4pt;">
Elena Díaz Rodríguez y Maximina Menéndez Pérez (ACEPA)</p>
<p style="margin-left:35.4pt;">
Ana Muñoz van den Eynde (CIEMAT)</p>
<p style="margin-left:35.4pt;">
Agustín Hidalgo Balsera (Universidad de Oviedo)</p>
<p>
11:30-12:00 Descanso</p>
<p>
12:00-13:30 Mesa redonda: cultura educativa y comunicación</p>
<p>
Modera: Juan Carlos Toscano</p>
<p style="margin-left:35.4pt;">
Carlos Osorio Marulanda (Universidad del Valle)</p>
<p style="margin-left:35.4pt;">
Ana Delicado (Universidad de Lisboa)</p>
<p style="margin-left:35.4pt;">
Isabel Martíns (Universidad de Aveiro)</p>
<p style="margin-left:35.4pt;">
Mariano Martín Gordillo (Grupo Argo)</p>
<p>
15:00- 18:15 Sesión de comunicaciones*</p>
<p>
18:15 – 18:30 Descanso</p>
<p>
18:30-20:00 Conferencia de clausura: Javier Echeverría (Ikerbasque UPV/EHU), <strong><em>Tecnoculturas y tecnopersonas en las sociedades digitales</em></strong></p>
<p>
<em>* Ver más en COMUNICACIONES</em></p>
<p>
</p>
<p style="text-align: justify;">
<strong><span style="color:#b22222;"><a name="plenarias"></a>CONFERENCIAS PLENARIAS</span></strong></p>
<p style="text-align: center;">
<strong>Ideas filosóficas para constructores de robots entrañables</strong></p>
<p style="text-align: center;">
Miguel Ángel Quintanilla Fisac</p>
<p style="text-align: center;">
</p>
<p style="text-align: center;">
<strong>Tecnoculturas y tecnopersonas en las sociedades digitales</strong></p>
<p style="text-align: center;">
Javier Echeverría Ezponda</p>
<p style="text-align: justify;">
Las tecnologías digitales han transformado radicalmente las diversas culturas humanas, empezando por la cultura científica (tecnociencias), siguiendo por las artes (net-art, prácticas artísticas digitales) y terminando por los lenguajes (tecno-lenguas, tecnosignos). Los lenguajes digitalizados son claves en las tecnoculturas importantes, porque transforman las acciones e interacciones personales (físicas y jurídicas) y, a la postre, generan tecno-personas (humanas, artificiales y simbólicas). Las culturas tradicionales siguen existiendo, incluidas la cultura científica e ingenieril, pero el "tecnocultivo" de los datos, las informaciones y los conocimientos tienen una gran relevancia en las actuales sociedades digitales.</p>
<p style="text-align: justify;">
</p>
<p style="text-align: justify;">
<strong style="color: rgb(178, 34, 34);"><a name="comitecc"></a>COMITÉ CIENTÍFICO</strong></p>
<ul>
<li style="text-align: justify;">
Guillermo Aleixandre Mendizábal (Universidad de Valladolid)</li>
<li style="text-align: justify;">
Cipriano Barrio Alonso (Universidad de Oviedo)</li>
<li style="text-align: justify;">
Noelia Bueno Gómez (Universidad de Oviedo)</li>
<li style="text-align: justify;">
Montaña Cámara Hurtado (Universidad Complutense de Madrid)</li>
<li style="text-align: justify;">
Ana Cuevas Badallo (Universidad de Salamanca)</li>
<li style="text-align: justify;">
Antonio Firmino da Costa(ISCTE-IUL)</li>
<li style="text-align: justify;">
Javier Gil Martín (Universidad de Oviedo)</li>
<li style="text-align: justify;">
Javier Gómez Ferri (Universidad de Valencia)</li>
<li style="text-align: justify;">
Armando Menéndez Viso (Universidad de Oviedo)</li>
<li style="text-align: justify;">
Ana Muñoz van den Eynde (CIEMAT)</li>
<li style="text-align: justify;">
Cristina Palma Conceição (ISCTE-IUL)</li>
<li style="text-align: justify;">
Carmelo Polino (Centro Redes & Universidad de Oviedo)</li>
</ul>
<p style="text-align: justify;">
<strong><span style="color:#b22222;"><a name="comiteor"></a>COMITÉ ORGANIZADOR</span></strong></p>
<ul>
<li style="text-align: justify;">
José Antonio López Cerezo (Universidad de Oviedo)</li>
<li style="text-align: justify;">
Marta González García (Universidad de Oviedo)</li>
<li style="text-align: justify;">
Natalia Fernández Jimeno (Universidad de Oviedo) </li>
<li style="text-align: justify;">
Belén Laspra Pérez (Universidad de Oviedo)</li>
</ul>
<p style="text-align: justify;">
<strong><span style="color:#b22222;"><a name="comun"></a>COMUNICACIONES</span></strong></p>
<p>
<strong>*SESIÓN DE COMUNICACIONES. Aula 04. Departamento de Filosofía, Edificio Departamental, Facultad de Filosofía y Letras</strong></p>
<p>
Moderan: Cipriano Alonso y Germán Hevia</p>
<p>
<strong> Mesa 1: 15:00-16:00</strong></p>
<p style="margin-left:18.0pt;">
¿Cómo se construyen las opiniones y las creencias relacionadas con temas científicos?, Empar Vengut, Carolina Moreno e Isabel Mendoza (Universitat de València)</p>
<p style="margin-left:18.0pt;">
Fronteras expresivas y discursivas entre imagen científica e imagen artística, José Gómez y Carmen González (Universidad de Salamanca)</p>
<p style="margin-left:18.0pt;">
Mi cuerpo, mi enfermedad, mi texto: La autobiografía médica como texto de divulgación, Elena Avanzas (Universidad de Oviedo) </p>
<p style="margin-left:18.0pt;">
Juventud, medios digitales, e ignorancia científica: la amenaza fantasma, José Manuel Montejo (Universidad de Oviedo)</p>
<p style="margin-left:18.0pt;">
La Tabla Periódica como excusa para la divulgación<span style="font-size: 14.6667px;"> <span style="font-size:12px;">del papel de las mujeres en la ciencia</span></span>, Teresa Valdés-Solís (INCAR-CSIC)</p>
<p style="margin-left:18.0pt;">
<strong>Mesa 2: 16:00-16:50</strong></p>
<p style="margin-left:18.0pt;">
Inteligencia artificial, ética y el sesgo de los algoritmos: caso de género, Patricia Acebes</p>
<p style="margin-left:18.0pt;">
A Cultura Tecnológica Presente nos Livros Didáticos de Biologia do Brasil, Glaucileide da Silva & Elio Carlos (Universidad de São Paulo y Universidad Salamanca)</p>
<p style="margin-left:18.0pt;">
Ciência, Tecnologia e Inovação na Formação de Engenheiros e Técnicos no Brasil, Elio Carlos (Universidad de São Paulo & Universidad de Salamanca)</p>
<p style="margin-left:18.0pt;">
La democratización los sistemas sociotécnicos agropecuarios de Iberoamérica a través del sistema cooperativista. La experiencia cooperativa del Cuarto de los Valles (Asturias, 1950-1980), Raúl Carbajal & Cipriano Barrio (Universidad de Oviedo)</p>
<p style="margin-left:18.0pt;">
<strong><span style="color:#008080;">Descanso: 16:50-17:00</span></strong></p>
<p style="margin-left:18.0pt;">
<b>Mesa 3: 17:00-17:25</b></p>
<p style="margin-left:18.0pt;">
El odio anónimo en las redes sociales, Mª Beatriz Juárez, Lidia Mañoso & Beatriz Talavera (Universidad de Nebrija) [virtual]</p>
<p style="margin-left:18.0pt;">
El juego de rol para debatir sobre un problema socio-científico con estudiantes de ciencias, Francisco J. Fortes, Tomás Delgado, Daniel Cebrián & José M. Hierrezuelo (Universidad de Málaga) [virtual]</p>
<p style="margin-left:18.0pt;">
Enseñanza de la evaluación crítica de la información digital fundamentada en las prácticas informacionales juveniles, Silvia V. Valdivia (Universidad Nacional del Altiplano de Perú) [virtual]</p>
<p style="margin-left:18.0pt;">
La Innovación Social Digital como ámbito de formación en valores en la universidad Social Digital como ámbito de formación en valores en la universidad, Alicia Guerra (Universidad de Extremadura) [virtual]</p>
<p style="margin-left:18.0pt;">
Sensibilización frente a la gestión de residuos de aparatos eléctricos y electrónicos (Experiencia de aula), Raquel Villafrades (Universidad Pontificia Bolivariana) [virtual] </p>
<p style="margin-left:18.0pt;">
<b>Mesa 4: 17:25-18:15</b></p>
<p style="margin-left:18.0pt;">
Búsqueda, selección y empleo de escalas de clasificación de software como pilar fundamental de un adecuado uso de las TIC en Educación, Susana Sánchez (Universidad de Oviedo)</p>
<p style="margin-left:18.0pt;">
Las TIC’s y la metodología de retos para un aprendizaje significativo de la física Alma Mireya, Ramón Pérez, Ana María Flores, Pilar Rodríguez (UNAM)</p>
<p style="margin-left:18.0pt;">
Percepción de ciencia de los alumnos del bachillerato integrantes del Club de Química, Pilar Rodríguez, Ana María Flores, Alma Mireya & Ramón Pérez (UNAM)</p>
<p style="margin-left:18.0pt;">
La Estancia LAC de la UNAM un espacio para el desarrollo de la cultura científica en el bachillerato, Ramón Pérez, Alma Mireya, Pilar Rodríguez & Ana María Flores (UNAM)</p>
<p style="margin-left:18.0pt;">
</p>
<p style="margin-left:18.0pt;">
<strong><span style="color:#a52a2a;">RESÚMENES EXTENDIDOS</span>:<a href="https://drive.google.com/drive/folders/1zE2ITAkHvE-j9FGRsr9byylPy7A__qOV?usp=sharing" onclick="window.open(this.href, '', 'resizable=no,status=no,location=no,toolbar=no,menubar=no,fullscreen=no,scrollbars=no,dependent=no'); return false;">https://drive.google.com/drive/folders/1zE2ITAkHvE-j9FGRsr9byylPy7A__qOV?usp=sharing</a></strong></p>
<p style="margin-left:18.0pt;">
</p>
<p style="text-align: center;">
</p>
<p style="text-align: center;">
</p>
<p style="text-align: center;">
<strong style="text-align: right;"><span style="color:#b22222;">FECHA LÍMITE: 1 de septiembre de 2019</span></strong></p>
<p style="text-align: justify;">
El congreso internacional <span style="color:#b22222;"><em>Cultura científica y tecnológica en la sociedad digital </em></span>es un espacio donde intersectan la reflexión sobre distintas culturas en la sociedad digital, por eso está abierto a contribuciones sobre la cultura científica y tecnológica y su relación con otras culturas como la medioambiental, la alimentaria, de la salud y de la ignorancia.</p>
<p>
<span style="color:#b22222;"><strong>Normas para la entrega de propuestas</strong></span></p>
<ul>
<li>
Enviar cumplimentada la plantilla que está disponible para descargar <strong><span style="color:#b22222;"><a href="/documents/279431/3052071/Modelo+comunicaciones/8422cb91-3a26-4ea8-97a8-ec68e49410ca" target="_blank">AQUÍ</a>.</span></strong></li>
<li>
En el correo deberá indicarse el nombre completo, DNI/pasaporte, la filiación (si la hubiese), el correo electrónico, el título de la propuesta y si se opta por la modalidad virtual o presencial. </li>
<li>
Los idiomas admitidos son el español, portugués o inglés.</li>
<li>
Se recomienda utilizar como fuente <em>Times New Roman</em>, con un tamaño de 11 puntos y un interlineado sencillo.</li>
<li>
Las propuestas deben enviarse antes del <span style="color:#b22222;">1 de septiembre </span>al correo: <a href="mailto:estudioscts@gmail.com">estudioscts@gmail.com</a> indicando en el asunto: “CALL FOR” + “Nombre”.</li>
</ul>
<p>
La evaluación de las propuestas recibidas será de acuerdo con el siguiente procedimiento:</p>
<p style="text-align: justify;">
Todas las propuestas recibidas serán evaluadas por al menos dos miembros del Comité Científico. Una vez cerrado el plazo de presentación de comunicaciones el Comité Organizador asignará un código aleatorio a cada participante antes de remitir las propuestas al Comité Científico, preservando así el anonimato. El resumen de cada participante será evaluado favorable o desfavorablemente por los dos miembros del Comité Científico asignados. Será automáticamente aceptada si es evaluada favorablemente por ambos. En caso de discrepancia, la propuesta será evaluada por un tercer miembro del Comité Científico.</p>
<p style="text-align: justify;">
Una vez finalizado el proceso, los resúmenes de las comunciaciones aceptadas se harán públicos en esta página web. Así mismo, se solicitará a las personas comunicantes un resumen de hasta 3.000 palabras de su presentación para su distribución entre las personas que participan en el congreso. Las presentaciones de las comunicaciones tendrán una duración de entre 7 y 10 minutos en la modalidad presencial y de 3 minutos en la virtual (serán remitidas en formato video). </p>
<p style="text-align: justify;">
<strong><span style="color:#b22222;"><a name="inscrip"></a>INSCRIPCIÓN</span></strong></p>
<p style="text-align: justify;">
La inscripción es gratuita. Quienes deseen recibir una acreditación de participación deberán enviar un correo a <a href="mailto:estudioscts@gmail.com">estudioscts@gmail.com</a> indicando en el asunto: “INSCRIPCIÓN”. El correo deberá contener los siguientes datos: nombre completo y DNI/pasaporte.</p>
<p style="text-align: justify;">
<strong style="color: rgb(178, 34, 34);"><a name="contacto"></a>CONTACTO</strong></p>
<p style="text-align: justify;">
Para cualquier duda o aclaración puede ponerse en contacto con el comité organizador en la siguiente dirección <a href="mailto:estudioscts@gmail.com">estudioscts@gmail.com</a> indicando en el asunto “CONSULTA”. </p>
<p style="text-align: justify;">
</p>BELEN LASPRA PEREZ2019-06-27T08:35:14ZEntrevista a Judith SutzNATALIA FERNANDEZ JIMENOhttps://cts.grupos.uniovi.es/actualidad/-/blogs/entrevista-a-judith-sutz2019-06-27T10:42:43Z2018-05-25T12:24:30Z<h1 class="entry-title" style="box-sizing: border-box; font-size: 40px; margin-top: 0px; margin-bottom: 7px; font-family: "Playfair Display"; color: rgb(17, 17, 17); font-weight: 400; line-height: 50px; word-wrap: break-word;">
Judith Sutz, profesora de la Universidad de la República de Uruguay</h1>
<p>
</p>
<p>
<span style="font-family: Georgia, Times, "Times New Roman", serif; font-size: 24px; font-style: italic;">“El diálogo ingenieros-ciudadanía quizás sea demasiado distante”</span></p>
<p>
</p>
<p class="p1" style="box-sizing: border-box; font-family: Georgia, Times, "Times New Roman", serif; font-size: 15px; line-height: 26px; margin-bottom: 26px; word-wrap: break-word; color: rgb(34, 34, 34);">
<span class="s1" style="box-sizing: border-box;">“Ciencia sin conciencia es la muerte del alma”. La cita es de Rabelais. <a href="https://es.wikipedia.org/wiki/Judith_Sutz" rel="noopener" style="box-sizing: border-box; background-color: transparent; color: rgb(77, 178, 236); text-decoration-line: none;" target="_blank"><span style="box-sizing: border-box; font-weight: 700;">Judith Sutz</span></a> la pronuncia e inmediatamente sube la apuesta: “Hoy por hoy, <span style="box-sizing: border-box; font-weight: 700;">ingeniería sin conciencia es la muerte de todo</span>”. Pero, como docente que es, advierte de que esta responsabilidad no puede quedar en los hombros de los estudiantes. “La preocupación social debe ser una empresa colectiva”, insiste esta ingeniera electricista uruguaya.</span></p>
<p class="p1" style="box-sizing: border-box; font-family: Georgia, Times, "Times New Roman", serif; font-size: 15px; line-height: 26px; margin-bottom: 26px; word-wrap: break-word; color: rgb(34, 34, 34);">
<span class="s1" style="box-sizing: border-box;">El Estado tiene “un rol fundamental” en dicho proceso, “pero la ciudadanía también”. “Hay una relación recíproca entre ingenieros y ciudadanía, un diálogo que quizás sea demasiado distante”, apunta la coordinadora Académica de la Comisión Sectorial de Investigación Científica de la <span style="box-sizing: border-box; font-weight: 700;"><a href="http://www.universidad.edu.uy/" rel="noopener" style="box-sizing: border-box; background-color: transparent; color: rgb(77, 178, 236); text-decoration-line: none;" target="_blank">Universidad de la República de Uruguay</a>.</span> Ella propone “<span style="box-sizing: border-box; font-weight: 700;">generar espacios para que unos y otros se entiendan mejor</span>”, lo que puede “transformar de manera muy profunda la cultura”.</span></p>
<p class="p1" style="box-sizing: border-box; font-family: Georgia, Times, "Times New Roman", serif; font-size: 15px; line-height: 26px; margin-bottom: 26px; word-wrap: break-word; color: rgb(34, 34, 34);">
<span class="s1" style="box-sizing: border-box;">Los medios de comunicación también tienen capacidad de articular ese cambio. “Ojalá la usaran más”, dice Sutz, profesora de Ciencia, Tecnología, Innovación y Desarrollo en la Facultad de Ciencias Sociales de la misma universidad uruguaya. Acaba de visitar España para participar, el pasado miércoles, en el <a href="https://www.innovaspain.com/los-retos-la-sociedad-digital-una-catedra-iberoamericana-impulsada-la-oei/" style="box-sizing: border-box; background-color: transparent; color: rgb(77, 178, 236); text-decoration-line: none;">I Foro Ingeniería y Sociedad Digital </a>que ha impulsado en Asturias la <a href="http://www.oei.es/" rel="noopener" style="box-sizing: border-box; background-color: transparent; color: rgb(77, 178, 236); text-decoration-line: none;" target="_blank">Organización de Estados Iberoamericanos para la Educación, la Ciencia y la Cultura (OEI)</a>. Su ponencia se tituló <em style="box-sizing: border-box;">‘Ingeniería y preocupación social: ¿A quién le corresponde asegurarla?’</em></span></p>
<p style="box-sizing: border-box; font-family: Georgia, Times, "Times New Roman", serif; font-size: 15px; line-height: 26px; margin-bottom: 26px; word-wrap: break-word; color: rgb(34, 34, 34);">
En declaraciones a <span style="box-sizing: border-box; font-weight: 700;">Innovaspain</span>, ella pone ejemplos concretos para avanzar en ese acercamiento entre ciencia y conciencia. ¿Qué tal si elaboramos una lista de problemas que sufre la comunidad para que se conviertan en temas de tesis para alumnos de ingenierías? “No estoy segura de que esto vaya a dar resultados, pero creo que ayudaría mucho”, añade. “Basta con sentarse a pensar para que salgan 20 ideas; el problema es que no nos lo planteamos siquiera –continúa-. Como solemos decir en el campo de la investigación, <span style="box-sizing: border-box; font-weight: 700;">mucho más importante que las respuestas, son las buenas preguntas</span>”.</p>
<p class="p1" style="box-sizing: border-box; font-family: Georgia, Times, "Times New Roman", serif; font-size: 15px; line-height: 26px; margin-bottom: 26px; word-wrap: break-word; color: rgb(34, 34, 34);">
<span class="s1" style="box-sizing: border-box;">Todo esto no quiere decir que haya que ir contra el mercado o que debamos impedir que las empresas crezcan. Nada de eso. “<span style="box-sizing: border-box; font-weight: 700;">La innovación se puede hacer en muchas direcciones</span>” porque cada problema tiene mil soluciones distintas. Se trataría de buscar aquella que beneficia al bien común</span></p>
<p class="p1" style="box-sizing: border-box; font-family: Georgia, Times, "Times New Roman", serif; font-size: 15px; line-height: 26px; margin-bottom: 26px; word-wrap: break-word; color: rgb(34, 34, 34);">
<span style="box-sizing: border-box; font-weight: 700;">Desigualdes</span></p>
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<span class="s1" style="box-sizing: border-box;">Judith Sutz trabaja actualmente en temas de ciencia, tecnología y desigualdad, y en los desafíos para contar con una evaluación académica que acerque la investigación a las metas de un desarrollo humano y sustentable.</span></p>
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<span class="s1" style="box-sizing: border-box;">“Me preocupa mucho la tendencia a exigir cada vez más: tienes que tener grado, maestría, un doctorado y ahora dos doctorados. El problema es que las mujeres no somos iguales que los hombres: tenemos un periodo reproductivo acotado”, añade. Esto hace que la condición de madre y la de académica sean “cada vez más contradictorias”. “<span style="box-sizing: border-box; font-weight: 700;">La institucionalidad de la investigación conspira contra las mujeres</span>”, concluye.</span></p>
<p class="p1" style="box-sizing: border-box; font-family: Georgia, Times, "Times New Roman", serif; font-size: 15px; line-height: 26px; margin-bottom: 26px; word-wrap: break-word; color: rgb(34, 34, 34);">
<span class="s1" style="box-sizing: border-box;">En relación con su país, cree que Uruguay está “muchísimo mejor” que en épocas pasadas. “Cuando terminó <a href="https://es.wikipedia.org/wiki/Dictadura_c%C3%ADvico-militar_en_Uruguay_(1973-1985)" rel="noopener" style="box-sizing: border-box; background-color: transparent; color: rgb(77, 178, 236); text-decoration-line: none;" target="_blank">la dictadura, en 1985,</a> estaba totalmente destruida la ciencia”, afirma para subrayar <span style="box-sizing: border-box; font-weight: 700;">los importantes avances que se han producido</span> en este campo.</span></p>
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<span class="s1" style="box-sizing: border-box;">Sin embargo, todavía existe una inversión “muy baja” en investigación y desarrollo, del 0,4 por ciento del PIB. Y ocurre lo mismo en el sector privado. <span style="box-sizing: border-box; font-weight: 700;">“Usennos más</span>”, pide Sutz para solicitar el empoderamiento de los científicos uruguayos. “Nosotros tenemos mucha capacidad de resolución de problemas, pero el país usa muy poco esa virtud”, añade.</span></p>
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Fuente: https://www.innovaspain.com/judith-sutz-profesora-la-universidad-la-republica-uruguay/</p>NATALIA FERNANDEZ JIMENO2018-05-25T12:24:30ZVideos I Foro Ingeniería y Sociedad Digital (sesión I)NATALIA FERNANDEZ JIMENOhttps://cts.grupos.uniovi.es/actualidad/-/blogs/videos-i-foro-ingenieria-y-sociedad-digital-sesion-i-2018-06-08T11:57:40Z2018-05-25T12:22:27Z<div>
Presentación del I Foro Iberoamericano de Ingeniería y Sociedad Digital</div>
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Conferencia de Miguel Ángel Quintanilla: "Estrategias para la igualdad y tecnologías entrañables: principios para un modelo alternativo de desarrollo tecnológico"</div>
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Conferencia de Javier Echevarría: Republicanizar y democratizar las sociedades digitales"</div>
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Ver en : https://youtu.be/9R9M597yAz8 </div>NATALIA FERNANDEZ JIMENO2018-05-25T12:22:27ZI Foro Iberoamericano de Ingeniería y Sociedad DigitalNATALIA FERNANDEZ JIMENOhttps://cts.grupos.uniovi.es/actualidad/-/blogs/i-foro-iberoamericano-de-ingenieria-y-sociedad-digital2018-06-08T11:57:58Z2018-05-25T12:13:36Z<table border="0" cellpadding="0" cellspacing="0" style="font-family: Arial;" width="100%">
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<strong><strong>“Foro Iberoamericano de Ingeniería y Sociedad Digital”</strong> <br />
<strong>Avilés y Oviedo, Asturias, España </strong><br />
<strong>23, 24 y 25 de abril de 2018</strong></strong></h2>
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<strong>Desde la Organización de Estados Iberoamericano para la Educación, la Ciencia y la Cultura queremos promover una nueva Cátedra CTS+I con la denominación de "Ingeniería y Sociedad Digital" y con una cobertura iberoamericana. Queremos que sea un espacio colaborativo en la que se una el trabajo de incorporación del enfoque CTS en los estudios de ingeniería, la necesidad de formación de técnicos adecuadamente formados en estas nuevas profesiones que demanda la industria 4.0, la necesidad de actuar para que a las inequidades actuales no se le añada la inequidad tecnológica en la tercera edad y, finalmente, la de ofrecer espacios y materiales formativos para que los niños y jóvenes tengan una educación en ciudadanía digital</strong>.</p>
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Desde 1997 la OEI viene teniendo la colaboración de la Universidad de Oviedo en sus proyectos sobre Ciencia, Tecnología y Sociedad y por esa razón se ha considerado que Asturias sea la sede de este Foro que quiere reunir a investigadores, docentes, empresarios, gestores públicos y estudiantes que consideren que al menos de uno de los 4 ejes de trabajo que se proponen sea de su interés.</p>
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Ante el avance inexorable de la sociedad digital y la irrupción de la cuarta revolución industrial, un desafío crucial es llevar las últimas innovaciones en planteamientos educativos y técnicas didácticas a la educación de ingenieros, técnicos y usuarios de las TIC. En este sentido, se defendió la idoneidad de un enfoque CTS en el V Seminario Iberoamericano de Educación CTS celebrado en Aveiro en julio 2016, el III Encuentro Hispano-Luso de Estudios Sociales de la Ciencia celebrado en Lisboa en noviembre de 2016, y el IV Congreso Iberoamericano de Filosofía de la Ciencia y la Tecnología celebrado en Salamanca en julio de 2017.</p>
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El enfoque CTS (ciencia, tecnología y sociedad) en educación trata de modificar contenidos curriculares y estrategias de enseñanza-aprendizaje de modo que a la transmisión de contenidos científico-técnicos acompañe una reflexión práctica sobre el contexto social en que se enmarcan dichos contenidos, relevando aspectos éticos, económicos, de género, medioambientales o culturales, que capaciten al ingeniero o el técnico para comprender su papel en un mundo complejo y global, así como tratando de generar vocaciones por las carreras de ciencias e ingenierías entre los jóvenes.</p>
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La presente iniciativa de una Cátedra Iberoamericana “Ingeniería y Sociedad Digital” tiene el propósito de aprovechar las redes y capacidades generadas por 17 años de desarrollo de la cátedras iberoamericanas de CTS+I de la OEI para enfrentar algunos de los retos que plantea el avance de la sociedad digital y la industria 4.0 en la región mediante la promoción de un enfoque CTS en la educación tecnológica.</p>
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La Cátedra “Ingeniería y Sociedad Digital” definirá por tanto un <em>nuevo espacio de trabajo para las redes conformadas por las cátedras iberoamericanas</em>, y tendrá como objetivo principal la innovación educativa, así como el avance del conocimiento y la divulgación, en torno a cuatro ejes:</p>
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Capacitación social en la enseñanza de las ingenierías en educación superior.</li>
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Puesta en valor de la educación técnico-profesional, formal y no formal. Una ETP para la Industria 4.0</li>
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Inclusión tecnológica de la tercera edad, incluyendo jóvenes en situación de riesgo de exclusión.</li>
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Ciudadanía digital para el uso responsable de la tecnología por la juventud.</li>
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Por todo lo anterior invitamos a todas las instituciones interesadas a participar de una forma activa en este Foro.</p>
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Los idiomas oficiales serán el <strong>español y el portugués</strong>.</p>
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Información complementaria</h2>
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En el propio marco de la Cátedra se ha publicado este año un libro titulado “Tecnologías entrañables” que en palabras de José A. López Cerezo, “constituye un espacio de reflexión sobre la naturaleza de la tecnología y el cambio tecnológico, sobre los rasgos que contribuyen a hacer de la tecnología algo deseable o indeseable. […] Es una mirada a los matices de las relaciones entre la tecnología y los agentes humanos, al extrañamiento que generan ciertos modos de expresión de la tecnología, basada en un análisis filosófico de calidad y una comprensión cabal del mundo que nos rodea”.</p>
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Los postulados del libro nos indican la necesidad de<strong> incorporar en la formación de los ingenieros el enfoque CTS</strong>, algo que desde la Cátedra CTS+I de la península Ibérica se presentó en el V Seminario Iberoamericano CTS celebrado en Aveiro en 2016 con la mesa titulada Una nueva ecuación civilizatoria: la necesidad del entendimiento CTS en la Educación <a href="http://www.oei.es/historico/divulgacioncientifica/?Una-nueva-ecuacion-civilizatoria-la-necesidad-del-entiendimiento-CTS-en-la" style="color: rgb(204, 0, 0); text-decoration-line: none;" target="_blank">http://www.oei.es/historico/divulgacioncientifica/?Una-nueva-ecuacion-civilizatoria-la-necesidad-del-entiendimiento-CTS-en-la</a> . De las distintas profesiones relacionadas con la ciencia y la tecnología la de ingeniero es la que tiene una mayor capacidad de modificar las condiciones del entorno y de construir interfases entre el ser humano y el medio. En este rol articulador, el ingeniero moderno debe interactuar en un mundo interdisciplinario dentro de dimensiones políticas, económicas, sociológicas, medioambientales, psicológicas y éticas.</p>
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A esta necesidad de la sociedad y de acuerdo a las distintas lecciones aprendidas en el I Congreso Iberoamericano de digitalización CIBITEC 2017 <a href="http://www.oei.es/historico/divulgacioncientifica/?la-digitalizacion-de-la-industria-cibitec-17-congreso-iberoamericano-de" style="color: rgb(204, 0, 0); text-decoration-line: none;" target="_blank">http://www.oei.es/historico/divulgacioncientifica/?la-digitalizacion-de-la-industria-cibitec-17-congreso-iberoamericano-de</a> de la industria celebrado el pasado mes de mayo en Madrid con participación de la OEI se une la necesidad de <strong>formar técnicos en temas vinculados a la industria 4.0</strong>. Los sistemas de educación técnico profesional iberoamericanos tienen una excelente oportunidad de ofrecer estudios muy atractivos para los jóvenes y muy demandados por las empresas en todos los sectores económicos. Para ello una estrategia muy adecuada es la creación de vínculos con las instituciones de educación superior de ingenierías que pueden aportar conocimientos actualizados y ayudar a que se generen nuevos itinerarios formativos de acceso a los estudios de ingeniería con un gran conocimiento práctico.</p>
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Otro de los temas que se propusieron es la de estudiar actuaciones para evitar que las personas adultas se encuentren socialmente excluidas y en situación de alta vulnerabilidad personal ante la digitalización de servicios básicos como salud o banca. Posiblemente sean acciones en las que las administraciones locales, las más cercanas a los ciudadanos tengan un papel relevante. Para la OEI es, además, un espacio de dar continuidad a las acciones de alfabetización que se vienen desarrollando en Iberoamérica en el marco del Plan Iberoamericano de Alfabetización y Aprendizaje a lo largo de la Vida (PIALV). En este momento del siglo XXI la alfabetización tradicional se manifiesta insuficiente y es necesario desarrollar programas hacia esta población. <strong>La alfabetización digital de la tercera edad</strong> constituye así un eje de trabajo colaborativo de esta nueva Cátedra. En ese marco los grupos de neoalfabetizados y de personas jóvenes en situación de vulnenaribilidad deben ser también objeto de atención</p>
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Finalmente la irrupción tecnológica se presenta ante los más jóvenes una doble circunstancia: de una parte una aparente facilidad de manejo de los dispositivos electrónicos junto a una carencia de una educación, tanto familiar como escolar, sobre lo que es ser ciudadano de una sociedad que ha transitado en una misma generación de la sociedad del segundo entorno (siguiendo los tres entornos de Javier Echeverría) en que la ciudad era el contexto en el que se ejercía esa ciudadanía a una sociedad en la que el tercer entorno (el tecnológico) pasa a ocupar el lugar en que se desarrollan gran parte de las relaciones personales y profesionales. <strong>Una educación para la ciudadanía tecnológica o digital</strong> aparece como el mejor mecanismo para que a ese “manejar” de las tecnologías se le añada unos conocimientos de las implicaciones sociales y personales de las acciones digitales en redes y servicios de comunicación. Hay que lograr que exista una nueva urbanidad en el contexto tecnológico.</p>
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Sobre estas 4 líneas se quiere generar una<strong> Cátedra CTS+I</strong> con participación de universidades, grupos de investigación, expertos educativos, asociaciones profesionales, administraciones públicas y otros posibles actores en los que cada uno trabaje colaborativamente en el eje de su interés.</p>
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Más información en: http://www.oei.es/historico/foroingenieriaysociedaddigital/ </p>
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</p>NATALIA FERNANDEZ JIMENO2018-05-25T12:13:36ZGobernanza, confianza y cultura del riesgoNATALIA FERNANDEZ JIMENOhttps://cts.grupos.uniovi.es/actualidad/-/blogs/gobernanza-confianza-y-cultura-del-riesgo2018-06-08T11:58:10Z2018-05-25T12:16:48Z<p style="box-sizing: inherit; margin-bottom: 1.5em; color: rgb(51, 51, 51); font-family: "Libre Franklin", "Helvetica Neue", helvetica, arial, sans-serif; font-size: 16px; text-align: justify;">
<span style="font-size:16px;">Entre los días 25 y 27 de septiembre, la<a href="http://www.uniovi.es/" style="box-sizing: inherit; background-color: transparent; color: rgb(34, 34, 34); text-decoration-line: none; box-shadow: rgb(15, 15, 15) 0px -1px 0px inset; transition: color 80ms ease-in, box-shadow 130ms ease-in-out, -webkit-box-shadow 130ms ease-in-out;"> Universidad de Oviedo</a> acogerá un congreso sobre «Gobernanza, confianza y cultura del riesgo». El evento se celebra a iniciativa del proyecto «Concepto y dimensiones de la cultura del riesgo», del grupo de investigación en <a href="http://cts.grupos.uniovi.es/inicio" style="box-sizing: inherit; background-color: transparent; color: rgb(34, 34, 34); text-decoration-line: none; box-shadow: rgb(15, 15, 15) 0px -1px 0px inset; transition: color 80ms ease-in, box-shadow 130ms ease-in-out, -webkit-box-shadow 130ms ease-in-out;">Estudios Sociales de la Ciencia</a> de la Universidad de Oviedo, en colaboración con el <a href="http://rdgroups.ciemat.es/web/uicc/inicio" style="box-sizing: inherit; background-color: transparent; color: rgb(34, 34, 34); text-decoration-line: none; box-shadow: rgb(15, 15, 15) 0px -1px 0px inset; transition: color 80ms ease-in, box-shadow 130ms ease-in-out, -webkit-box-shadow 130ms ease-in-out;">CIEMAT</a> (Madrid), la <a href="http://www.uva.es/export/sites/uva/" style="box-sizing: inherit; background-color: transparent; color: rgb(34, 34, 34); text-decoration-line: none; box-shadow: rgb(15, 15, 15) 0px -1px 0px inset; transition: color 80ms ease-in, box-shadow 130ms ease-in-out, -webkit-box-shadow 130ms ease-in-out;">Universidad de Valladolid</a>, el <a href="http://cies.iscte-iul.pt/index.jsp" style="box-sizing: inherit; background-color: transparent; color: rgb(34, 34, 34); text-decoration-line: none; box-shadow: rgb(15, 15, 15) 0px -1px 0px inset; transition: color 80ms ease-in, box-shadow 130ms ease-in-out, -webkit-box-shadow 130ms ease-in-out;">Centro de Investigación y Estudios de Sociología</a> del Instituto Universitario de Lisboa y otras instituciones. Su intención es reunir a personas con experiencia en diferentes campos (filosofía, biología, educación, salud, política, administración pública, derecho, deporte, arte, industria, periodismo, telecomunicaciones, …) para debatir sobre las complejas relaciones entre confianza, riesgo y conocimiento científico-tecnológico. No se trata de ofrecer una serie de conferencias, sino de establecer verdaderos diálogos entre profesionales de distintos ámbitos, en un formato dinámico.</span></p>
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<span style="font-size:16px;">Más información en: https://www.unioviedo.es/configober/</span></p>NATALIA FERNANDEZ JIMENO2018-05-25T12:16:48ZFECYT: La carrera investigadora en EspañaBELEN LASPRA PEREZhttps://cts.grupos.uniovi.es/actualidad/-/blogs/fecyt-la-carrera-investigadora-en-espana2016-09-19T08:12:00Z2016-09-19T08:10:00Z<p>
<span style="color: rgb(102, 102, 102); font-family: wf_segoe-ui_normal, "Segoe UI", "Segoe WP", Tahoma, Arial, sans-serif; font-size: 14px; line-height: 20px;">FECYT pone a disposición de los investigadores un completo diagrama de las distintas etapas de la carrera investigadora en el que se identifican las distintas ayudas que podrás solicitar en cada momento. </span><span style="color: rgb(102, 102, 102); font-family: wf_segoe-ui_normal, "Segoe UI", "Segoe WP", Tahoma, Arial, sans-serif; font-size: 14px; line-height: 20px;">El documento además contiene los enlaces en los que podrás ampliar información sobre cada una de las convocatorias.</span></p>
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</p>
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Más información en: <a data-saferedirecturl="https://www.google.com/url?hl=es&q=http://www.fecyt.es/es/publicacion/researcher-career-path-spain-glance&source=gmail&ust=1474357405788000&usg=AFQjCNEYXz6YB1WPtXs9oUb8WJyjt-jLMw" href="http://www.fecyt.es/es/publicacion/researcher-career-path-spain-glance" style="color: rgb(17, 85, 204); font-family: Calibri, Arial, Helvetica, sans-serif; font-size: 16px; line-height: normal;" target="_blank">http://www.fecyt.es/es/<wbr>publicacion/researcher-career-<wbr>path-spain-glance</wbr></wbr></a></p>BELEN LASPRA PEREZ2016-09-19T08:10:00ZEntrevista a Emilio MuñozBELEN LASPRA PEREZhttps://cts.grupos.uniovi.es/actualidad/-/blogs/entrevista-a-emilio-munoz2016-07-06T08:23:43Z2016-07-06T08:19:33Z<p>
<span style="line-height: 1.55em;">Entrevista a <strong>Emilio Muñoz</strong>, investigador del Grupo CTS y director técnico de la Unidad de Emprendimiento Social, Ética y Valores en la Ingeniería de la ETSI de Minas y Energía de la Universidad Politécnica de Madrid, dedicada desde hace una década a formar profesionales comprometidos con el bien común ...<a href="http://www.upm.es/UPM/CanalUPM/Noticias?fmt=detail&prefmt=articulo&id=d51724b6b6195510VgnVCM10000009c7648a____">seguir leyendo</a></span></p>BELEN LASPRA PEREZ2016-07-06T08:19:33ZMeaning and Measures on Scientific CultureBELEN LASPRA PEREZhttps://cts.grupos.uniovi.es/actualidad/-/blogs/meaning-and-measures-on-scientific-culture2016-09-21T12:04:30Z2016-06-30T09:03:33Z<p style="font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 12px; line-height: 16.8px; text-align: center;">
<strong><span style="font-size: 20px;">Meaning and Measures on Scientific Culture</span></strong></p>
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<span style="font-size: 20px;">September 28 - 30, 2016</span></p>
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<span style="font-size: 16px;">University of Oviedo (Asturias, Spain)</span></p>
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<a href="/documents/279431/1468726/MMSC/45fd0c7e-71de-45b0-a6d4-93395ff250e6">download pdf version</a></p>
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<span style="font-size: 16px;"><a href="#programa"><strong>Programme</strong></a> | <strong><a href="#callforpapers">Call for papers</a> | <a href="#Discoveringoviedo">Discovering Oviedo</a> | <a href="#sponsors">Sponsors</a></strong></span></p>
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<img alt="" src="/documents/279431/1468726/img_miller/00b8b18c-a261-4eb4-947f-ef5583b14a1c?t=1467275564081" style="width: 248px; height: 343px; float: left;" /></p>
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<strong><a href="https://www.isr.umich.edu/cps/people_faculty_jondm.html">Jon Miller</a></strong></p>
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Civic scientific literacy should be conceptualized as involving three related dimensions: a vocabulary of basic scientific constructs sufficient to read competing views in a newspaper or magazine, an understanding of the process or nature of scientific inquiry, and some level of understanding of the impact of science and technology on individuals and on society.</p>
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Miller, J. (1998) "The measurement of civic scientific literacy"</p>
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<span style="font-size: 12px; line-height: 1.55em;">The alternative is to think of literacy broadly – and scientific literacy specifically – as being the possession of a core set of intellectual constructs that provide the means to read, parse, and make some sense of a wider array of new information.</span></p>
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<span style="font-size: 12px; line-height: 1.55em;">Miller, J. (2014) "The importance of Civic Scientific Literacy in a Just-in-time World"</span></p>
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<span style="font-size: 12px; line-height: 1.55em;">Almost 20 years separate a quote from another and, in that time, many others definitions of "scientific literacy" have been proposed. Also a huge set of items have been developed to measure what kind of things makes a person scientifically literate. But, what does it mean to be scientifically literate? What is scientific culture? Are scientific literacy and scientific culture referring to different things? How much scientific culture is enough? They are all open questions. These and other issues will be discussed and analyzed by several research groups from different approaches but with a common concern about scientific culture and its measures.</span></p>
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<span style="font-size: 20px;"><a name="programa"></a><strong>| Programme</strong></span></p>
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<strong style="font-size: 14px; line-height: 16.8px;">Wednesday, September 28<sup>th </sup>AM</strong></p>
<p style="font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 12px; line-height: 16.8px; text-align: justify; margin-left: 40px;">
<strong><span style="font-size: 12px; line-height: 18.6px; font-family: Arial, Helvetica, sans-serif;">Campus del Milán, Departmental building, Department of Philosophy, ground floor. C/ Teniente Alfonso Martínez s/n</span></strong></p>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 1.55em;">12:00 – 14:00 <span style="color:#b22222;">Closed meeting</span>: CTS-Team (University of Oviedo)</span></p>
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<strong style="line-height: 16.8px; font-size: 14px;">Wednesday, September 28<sup>th </sup>PM</strong></p>
<p style="margin-left: 40px;">
<strong><span style="font-size: 12px; line-height: 1.55em;">Historic Building of the University of Oviedo, Severo Ochoa Chamber. C/ San Francisco 1</span></strong></p>
<p style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">17:00 – 17:20 Opening and Presentation</span></p>
<ul>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Francisco José Borge López, Vice-Rector of University Extension and International Development (University of Oviedo)</span></li>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Emilio Muñoz Ruiz (CSIC-CIEMAT, Madrid)</span></li>
</ul>
<p style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;"></span><span style="font-size: 12px; line-height: 1.55em;">17:20 – 18:15 Plenary lecture</span></p>
<ul>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Jon Miller (University of Michiga</span>n) "Information Acquisition in the 21st Century:
<p>
The emergence of the just-in-time system"</p>
</li>
</ul>
<p style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;"></span><span style="font-size: 12px; line-height: 1.55em;">18:15 – 18:30 Break</span></p>
<p style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">18:30 – 20:00 Round table: “Meaning and Measures on Scientific Culture”</span></p>
<ul>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Chair: Emilio Muñoz Ruiz (CSIC-CIEMAT, Madrid)</span></li>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">José Antonio López Cerezo (University of Oviedo)</span></li>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Patricia Ávila (IUL, Lisboa )</span></li>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Miguel Ángel Quintanilla (University of Salamanca)</span></li>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Discussion</span></li>
</ul>
<p style="margin-left: 40px;">
20:15 – 21:00 Guided visit – Old Town of Oviedo</p>
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<strong style="font-size: 12px; line-height: 16.8px;"><span style="font-size: 14px;">Thuesday, September 29<sup>th</sup> AM</span></strong></p>
<p style="margin-left: 40px;">
<strong>Campus del Milán, Administration building, Conference room, second floor. C/ Teniente Alfonso Martínez s/n</strong></p>
<p style="margin-left: 40px;">
10:00 – 13:00 Session I – Meaning on Scientific Culture</p>
<ul>
<li style="margin-left: 40px;">
Speaker: Jon Miller (University of Michigan)</li>
<li style="margin-left: 40px;">
Discussant: Belén Laspra (University of Oviedo)</li>
</ul>
<p style="margin-left: 40px;">
13:00 – 13:30 Break</p>
<p style="margin-left: 40px;">
<strong><span style="font-size: 12px; line-height: 1.55em;">Campus del Milán, Departmental building, Department of Philosophy, ground floor. C/ Teniente Alfonso Martínez s/n</span></strong></p>
<p style="margin-left: 40px;">
13:15 – 14:30 <span style="color:#b22222;">Closed meeting</span>: Cátedra Ibérica CTS+I (OEI)</p>
<p style="margin-left: 40px;">
<strong>Campus del Milán, Departamental Building, Department of History, second floor. C/ Teniente Alfonso Martínez s/n</strong></p>
<p style="margin-left: 40px;">
13:30 – 14:30 Call for papers A - <span style="font-size: 12px; line-height: 1.55em;">Chair: Cipriano Barrio Alonso (University of Oviedo)</span></p>
<ul>
<li style="margin-left: 40px;">
Natalia Fernández Jimeno (University of Oviedo) – Uninvited participation and scientific culture in women-users of reproductive technologies</li>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Elena Denia (INGENIO, Madrid) - The social media network approach to measure public attitudes toward scientific evidence</span></li>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Elena Avanzas Álvarez (University of Oviedo) - “The Doctor is here” Gender and Science in contemporary forensic thrillers</span></li>
</ul>
<p style="margin-left: 40px;">
14:30 – 16:30 Break</p>
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<strong style="line-height: 16.8px;"><span style="font-size: 14px;">Thuesday, September 29<sup>th</sup> PM</span></strong></p>
<p style="margin-left: 40px; text-align: justify;">
<strong>Campus del Milán, Departmental building, Department of History, second floor. C/ Teniente Alfonso Martínez s/n</strong></p>
<p style="margin-left: 40px;">
16:30 – 19:30 Rerearch Groups Pannel: "What does it mean to be scientifically literate?"</p>
<ul>
<li style="margin-left: 40px;">
Ana Cuevas Badallo (Instituto eCyT, Salamanca)</li>
<li style="margin-left: 40px;">
Cristina Palma Conceição (IUL, Lisboa)</li>
<li style="margin-left: 40px;">
Gonzalo Remiro Ródenas (FECYT, Madrid)</li>
<li style="margin-left: 40px;">
Ana Romero de Pablos (CCHS-CSIC, Madrid)</li>
<li style="margin-left: 40px;">
Ana Muñoz van den Eynde (CIEMAT, Madrid)</li>
<li style="margin-left: 40px;">
Marta I. González García (CTS Team, University of Oviedo)</li>
</ul>
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<strong><span style="font-size:14px;">Friday, September 30<sup>th</sup> AM</span></strong></p>
<p style="font-family: Arial, Helvetica, Verdana, sans-serif; font-size: 12px; line-height: 16.8px; text-align: justify; margin-left: 40px;">
<strong><span style="font-family: Arial, Helvetica, sans-serif; font-size: 12px; line-height: 1.55em;">Campus del Milán, Administration Building, Conference room, second floor. C/ Teniente Alfonso Martínez s/n</span></strong></p>
<p style="margin-left: 40px;">
10:00 – 13:00 Session II –Measures on Scientific Culture</p>
<ul>
<li style="margin-left: 80px;">
Speaker: Jon Miller (University of Michigan)</li>
<li style="margin-left: 80px;">
Discussant: Carmelo Polino (Redes, Buenos Aires)</li>
</ul>
<p style="margin-left: 40px;">
13:00 – 13:15 Break</p>
<p style="margin-left: 40px;">
<strong>Campus del Milán, Departmental building, Department of Philosophy, c/ Teniente Alfonso Martínez s/n</strong></p>
<p style="margin-left: 40px;">
13:15 – 14:30<span style="color:#b22222;"> Closed meeting</span>: Master</p>
<p style="margin-left: 40px;">
<strong><span style="font-size: 12px; line-height: 1.55em;">Campus del Milán, Departmental Building, Department of History, second floor. C/ Teniente Alfonso Martínez s/n</span></strong></p>
<p style="margin-left: 40px;">
13:15 – 14:30 Call for papers B - <span style="font-size: 12px; line-height: 1.55em;">Chair: Armando Menéndez Viso (University of Oviedo)</span></p>
<ul>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Reeta Alexandra Konstenius (University of Helsinki) – Could Value Sensitive Design vocabulary be a fit to opaque technologies?</span></li>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">José Acevedo (Pporto University) – Social engagement and literacy: How do they relate to one another?</span></li>
<li style="margin-left: 40px;">
Rui Santos, Vânia Carlos & Teresa B. Neto (University of Aveiro) – Math Teaching and the integration of ICT. A case of Study with primary teachers</li>
</ul>
<p>
</p>
<p>
<strong style="font-size: 12px; font-family: Arial, Helvetica, Verdana, sans-serif; line-height: 16.8px; text-align: justify;"><span style="font-size: 14px;">Friday, September 30<sup>th</sup> PM</span></strong></p>
<p style="margin-left: 40px;">
<strong>Campus del Milán, Departmental Building, First Floor, Department of History, second floor. C/ Teniente Alfonso Martínez s/n</strong></p>
<p style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">16:30 – 19:00 Call for papers C - </span><span style="font-size: 12px; line-height: 1.55em;">Chair: Juan Carlos Toscano (OEI)</span></p>
<ul>
<li style="margin-left: 40px;">
<span style="line-height: 1.55em;">Marianella Maxera Abella (University of Oviedo) – Scientific culture: a cultural psychology approach</span></li>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Edurne Mezquita Yarza – New forms of scientific production and popularization; the benefits of the wildlife research</span></li>
<li style="margin-left: 40px;">
Juan Andrés Sosa Pérez & Clara Elisa Miranda Vera (CEAC, Cuba) – The handmade technological practices as expression of the cultural identity: Case study of the Urban Handmade Wine-culture in Cienfuegos, Cuba.</li>
<li style="margin-left: 40px;">
<span style="font-size: 12px; line-height: 1.55em;">Clara Elisa Miranda Vera & Juan Andrés Sosa Pérez (CEAC, Cuba) – Social appropriation of the science and the main dilemmas in the social communication process of the science</span></li>
</ul>
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<strong><span style="font-size:20px;"><a name="Discoveringoviedo"></a> | Discovering Oviedo</span></strong></p>
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<span style="font-size:16px;"><strong>What to do at Oviedo AM</strong></span></div>
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We know that you do not have much time. <span style="line-height: 1.55em;">We know that the research agenda is very busy.</span></div>
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But we also know that you can not leave Oviedo <span style="line-height: 18.6px;">without </span><span style="line-height: 1.55em;">take at least one of these three delights.</span></div>
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<span style="line-height: 1.55em;"><img alt="" src="/documents/279431/1468726/img_moscovitas/d338b6ed-b727-4821-833d-d6aca9cbd7da?t=1473699315106" style="width: 100px; height: 92px;" /><img alt="" src="/documents/279431/1468726/img_bombones/031b767f-f7b6-46e9-a873-ec322c49d70f?t=1473699357438" style="width: 150px; height: 105px;" /><img alt="" src="/documents/279431/1468726/img_carbayon/6d68d07d-5ed3-46f2-88af-9f4a14e25f63?t=1473699331601" style="width: 150px; height: 114px;" /></span></div>
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<span style="line-height: 18.6px;">Moscovitas of Rialto | </span><span style="line-height: 18.6px;">Bombons of Peñalba | </span><span style="line-height: 1.55em;">Carbayones of Camilo de Blas</span></div>
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<strong style="font-size: 16px; line-height: 18.6px; text-align: justify;">What to do at Oviedo PM</strong></div>
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<span style="text-align: justify; line-height: 18.6px;">Do not get lost. Ask for </span><a href="https://www.google.es/maps/place/Calle+Gascona,+Oviedo,+Asturias/@43.3645429,-5.8471503,17z/data=!3m1!4b1!4m5!3m4!1s0xd368cf013993e81:0xbd7b322c9352c589!8m2!3d43.3645429!4d-5.8449616" style="text-align: justify; line-height: 18.6px;">Gascona street</a><span style="text-align: justify; line-height: 18.6px;">. The Boulevard of Sidra.</span></div>
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<span style="text-align: justify; line-height: 1.55em;"><img alt="" src="/documents/279431/1468726/img_gascona/5d4905d5-74ec-4607-b963-d7316e78a590?t=1473701867166" style="width: 150px; height: 151px; margin: 10px;" /></span></div>
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<span style="line-height: 1.55em; text-align: justify;">You not know what is Sidra until you have tested</span></div>
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<span style="font-size:14px;">Do you want more?</span></div>
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<div style="text-align: center;">
<a href="http://www.oviedo.es/"><img alt="" src="/documents/279431/1051467/img_logoOVD2/9c41b8b3-d3e8-43d3-8cbf-0858e9d2ca87?t=1473703204825" style="width: 200px; height: 149px;" /></a></div>
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<span style="font-size:20px;"> <a name="sponsors"></a><strong>|</strong> <strong>Sponsors</strong></span></div>
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<span style="font-size:20px;"><strong><img alt="" src="/documents/279431/1051467/Logo/f3ffe2ca-29c9-4290-9cf4-1ef6b032980d?t=1443697165032" style="width: 150px; height: 150px; margin: 10px;" /><img alt="" src="/documents/279431/1051467/img_logouniovi/e94d633a-2bcf-42af-a0c0-78f6d250d8e7?t=1467361963573" style="width: 200px; height: 141px; margin: 10px;" /></strong></span></div>
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<img alt="" src="/documents/279431/1051467/img.logooviedo/805af196-c488-495b-b239-292f8cd2961f?t=1473690717342" style="width: 350px; height: 73px; margin: 10px;" /></div>
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<span style="font-size:20px;"><strong><img alt="" src="/documents/279431/1051467/img_logopcti-ficyt/c97f39c3-acdf-4a5c-aa1e-f36a71e440dd?t=1467361822902" style="width: 350px; height: 96px; margin: 10px;" /></strong></span></div>
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<span style="font-size:20px;"><strong><img alt="" src="/documents/279431/1051467/img_logofondosfeder/4d4df361-3f7e-4e74-b6f3-849ba3bba10d?t=1467361855045" style="width: 300px; height: 83px; margin: 10px;" /></strong></span></div>
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<span style="font-size:20px;"><strong><img alt="" src="/documents/279431/1051467/img_ministerio/9a7bd745-8a25-4edd-b365-b3b8353b6475?t=1467361905728" style="width: 300px; height: 79px; margin: 10px;" /></strong></span></div>
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<span style="font-size:20px;"><strong><img alt="" src="/documents/279431/1051467/img_logooei/07adac72-d5e7-49fc-bd26-5f1bab7afcef?t=1467361991120" style="width: 300px; height: 117px; margin: 10px;" /><img alt="" src="/documents/279431/1051467/img_logocatedra/c831f7c8-3285-4807-83a2-97d4f7ca9bdc?t=1467362022723" style="width: 100px; height: 111px; margin: 10px;" /></strong></span></div>
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</div>BELEN LASPRA PEREZ2016-06-30T09:03:33ZNueva entrada en Investigación y CienciaBELEN LASPRA PEREZhttps://cts.grupos.uniovi.es/actualidad/-/blogs/nueva-entrada-en-investigacion-y-ciencia2016-03-14T10:01:35Z2016-03-14T09:58:59Z<p>
<strong>Riesgos bajo control:</strong> "La crítica de los mitos de la ciencia y la tecnología en la obra de Gary Larso", por José Antonio López Cerezo</p>
<p>
<a href="http://www.investigacionyciencia.es/blogs/ciencia-y-sociedad/59/posts/riesgos-bajo-control-14042" style="line-height: 1.55em;">Acceder al texto completo.</a></p>BELEN LASPRA PEREZ2016-03-14T09:58:59ZLanzamiento de la Cátedra CTS+I IbéricaBELEN LASPRA PEREZhttps://cts.grupos.uniovi.es/actualidad/-/blogs/lanzamiento-de-la-catedra-cts-i-iberica2015-11-30T14:53:05Z2015-11-30T09:44:49Z<p>
<span style="font-size:12px;">El 26 de noviembre de 2015 tuvo lugar en Lisboa (Portugal) se puso en marcha la Cátedra CTS+I Ibérica. La coordinación de esta Cátedra corresponde a José Antonio López Cerezo (Grupo CTS) y Antonio Firmino da Costa (IUL). El objetivo de esta Cátedra es a<span style="font-family: arial; line-height: normal;">poyar la constitución, desarrollo y fortalecimiento de las iniciativas universitarias que fomenten la formación e investigación en el campo de la “ciencia, tecnología, sociedad e innovación”.</span></span></p>
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<span style="font-size:12px;"><span style="font-family: arial; line-height: normal;">La Cátedra se despliega en tres campos temáticos:</span></span></p>
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<li>
<p>
<span style="font-size:12px;"><span style="font-family: arial; line-height: normal;">E</span><span style="line-height: normal;">studios sociales de la ciencia (estudios CTS) - Coordinado por Marta González García (Universidad de Oviedo)</span></span></p>
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<span style="font-size:12px;"><span style="line-height: normal;">Estudios sobre innovación y políticas públicas - Coordinado por Elena Castro (INGENIO)</span></span></p>
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<span style="font-size:12px;"><span style="line-height: normal;">Educación CTS - Mariano Martín Gordillo (Grupo ARGO)</span></span></p>
</li>
</ul>
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<span style="font-size:12px;"><span style="line-height: normal;">Y se desarrolla mediante los siguientes ejes transversales:</span></span></p>
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<span style="font-size:12px;">La investigación excelente y relevante</span></p>
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<span style="font-size:12px;">La comunicación, divulgación y transferencia del conocimiento</span></p>
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<span style="font-size:12px;">La formación y docencia</span></p>
</li>
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<span style="font-size:12px;">El acto de inauguración reunió a diveras instituciones, entre ellas, la Organización de Estados Iberoamericanos (OEI), el ISCTE-Instituo Universitario de Lisboa (ISCTE-IUL) como anfitrión, la Universidad de Aveiro, el Instituto de Gestión del Conocimiento INGENIO (CSIC-UPV), y por supuesto el Grupo CTS.</span></p>
<p>
<span style="font-size:12px;"><a href="/documents/279431/279535/International+Workshop+on+Social+Studies+of+Science+and+Innovation/0cfc80b7-1828-4be7-a9e0-fa37756902d6">Acceder al programa del International Workshop on Social Studies of Science and Innovation</a>.</span></p>
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<span style="font-size:10px;">Primera sesión del International Workshop on SSS and Innovation (Open session) "La Cátedra Ibérica Ciencia, Tecnología, Sociedad e Innovación". De izquierda a derecha, Miguel Ángel Quintanilla (Universidad de Salamanca), María de Lurdes Rodriguea (ISCTE-IUL), Luís Antero Reto (ISCTE-IUL), Ignacio Fernández de Lucio (CSIC) y José Antonio López Cerezo (Grupo CTS).</span></p>
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<span style="font-size: 10px; line-height: 18.6px; text-align: center;">Primera sesión del International Workshop on SSS and Innovation (Open session) "La Cátedra Ibérica Ciencia, Tecnología, Sociedad e Innovación". De izquierda a derecha, Miguel Ángel Quintanilla (Universidad de Salamanca), María de Lurdes Rodriguea (ISCTE-IUL), Luís Antero Reto (ISCTE-IUL), Ignacio Fernández de Lucio (CSIC) y José Antonio López Cerezo (Grupo CTS).</span></p>
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<span style="font-size:9px;">Segunda sesión del International Workshop on SSS and Innovation (Open session) "Participación pública en materia de ciencia y tecnología: perspectivas y desafíos". De izquierda a derecha, José Acevedo (Universidade do Porto), Ana cuevas (Universidad de Salamanca), Antonio Firmino da Costa (ISCTE-IUL), Joao Arriscado Nunes (Universidade de Coimbra), Ana Muñoz van den Eynde (Grupo CTS-CIEMAT).</span></p>
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<a href="http://www.oei.es/divulgacioncientifica/?La-Catedra-CTS-I-Iberica-de-la-OEI" target="_blank">Más información sobre la Cátedra CTS+I Ibérica</a></p>
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<a href="http://www.oei.es/cienciayuniversidad/spip.php?article5678" target="_blank">Más información sobre la Red de Cátedras CTS+I</a></p>BELEN LASPRA PEREZ2015-11-30T09:44:49ZPresentación de la Serie Ensayos Ciencia y SociedadBELEN LASPRA PEREZhttps://cts.grupos.uniovi.es/actualidad/-/blogs/presentacion-de-la-serie-ensayos-ciencia-y-sociedad2015-11-10T11:11:22Z2015-11-10T08:46:59Z<p>
Hoy, 10 de noviembre de 2015, tendrá lugar la presentación de la Serie "Ensayos de Ciencia y Sociedad". Una colección de libros de alta divulgación promovida conjuntamente por la <a href="http://www.oei.es/index.php" target="_blank">Organización de Estados Iberoamericanos</a> y el Grupo CTS de la Universidad de Oviedo y publicada en la Catarata.</p>
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<span style="line-height: 1.55em;">El <a href="http://www.oei.es/divulgacioncientifica/?Presentacion-de-la-Serie-Ensayos" target="_blank">acto </a>tendrá lugar en la Sala Jorge Cavodeassi de la Secretaría General de la OEI (c/ Bravo Murillo 38, Madrid) a las 19:00. La entrada es libre y gratuíta.</span></p>
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<span style="line-height: 1.55em;">La presentación estará moderada por el Director General de Programas Educativos y Culturales de la OEI, Carlos Abicalil, e intervendrán Marta I. González García, Montaña Cámara Hurtado y Ana Muñoz van den Eynde.</span></p>
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<strong><span style="line-height: 1.55em;">Títulos de la colección:</span></strong></p>
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<span style="line-height: 1.55em;">- <a href="http://cts.grupos.uniovi.es/presentacion/miembros/detalle/-/asset_publisher/wFCEsit8VrLt/content/gonzalez-garcia-marta-isab-1?redirect=/presentacion/miembros" target="_blank">Marta I. González García</a>, autora de <em><a href="http://cts.grupos.uniovi.es/investigacion/produccion/libros/-/asset_publisher/TlnQ4yDZ0738/content/la-medicalizacion-del-sexo-el-viagra-femenino?redirect=%2Finvestigacion%2Fproduccion%2Flibros" target="_blank">La medicalización del sexo. El viagra femenino</a>.</em></span></p>
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- <a href="http://cts.grupos.uniovi.es/presentacion/miembros/detalle/-/asset_publisher/wFCEsit8VrLt/content/camara-hurtado-monta-1?redirect=/presentacion/miembros" target="_blank">Montaña Cámara Hurtado</a> y Ana Mº López-Santacruz Serraller, autoras de <em><a href="http://cts.grupos.uniovi.es/investigacion/produccion/libros/-/asset_publisher/TlnQ4yDZ0738/content/seguridad-alimentaria-la-comunicacion-de-riesgos-y-el-desarrollo-tecnologico?redirect=%2Finvestigacion%2Fproduccion%2Flibros" target="_blank">Seguridad alimentaria. La comunicación de riesgos y el desarrollo tecnológico</a>.</em></p>
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- Irina Podgorny, autora de <a href="http://cts.grupos.uniovi.es/investigacion/produccion/libros/-/asset_publisher/TlnQ4yDZ0738/content/charlataneria-y-cultura-cientifica-en-el-siglo-xix?redirect=%2Finvestigacion%2Fproduccion%2Flibros" target="_blank"><em>Charlatanería y cultura científica en el siglo XIX.</em></a></p>
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- Carlos Osorio Marulanda, autor de <em><a href="http://cts.grupos.uniovi.es/investigacion/produccion/libros/-/asset_publisher/TlnQ4yDZ0738/content/la-gestion-del-agua-implicaciones-de-la-participacion-de-expertos-y-ciudadanos?redirect=/investigacion/produccion" target="_blank">La gestión del agua. Implicaciones de la participación de expertos y ciudadanos</a>.</em></p>
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- <a href="http://cts.grupos.uniovi.es/presentacion/miembros/detalle/-/asset_publisher/wFCEsit8VrLt/content/munoz-van-den-eynde-a-1?redirect=/presentacion/miembros" target="_blank">Ana Muñoz van den Eynde</a>, autora de <em style="line-height: 1.55em;"><a href="http://cts.grupos.uniovi.es/investigacion/produccion/libros/-/asset_publisher/TlnQ4yDZ0738/content/la-salud-del-medio-ambiente-diagnostico-y-tratamiento?redirect=%2Finvestigacion%2Fproduccion%2Flibros" target="_blank">La salud del medio ambiente. Diagnóstico y tratamiento</a></em></p>
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<span style="line-height: 1.55em;">- <a href="http://cts.grupos.uniovi.es/presentacion/miembros/detalle/-/asset_publisher/wFCEsit8VrLt/content/lopez-cerezo-jose-anton-1?redirect=/presentacion/miembros" target="_blank">José Antonio López Cerezo</a>, autor de <a href="http://cts.grupos.uniovi.es/investigacion/produccion/libros/-/asset_publisher/TlnQ4yDZ0738/content/el-canal-de-panama-una-perspectiva-historica-y-social?redirect=%2Finvestigacion%2Fproduccion%2Flibros%3Fp_p_id%3D101_INSTANCE_TlnQ4yDZ0738%26p_p_lifecycle%3D0%26p_p_state%3Dnormal%26p_p_mode%3Dview%26p_p_col_id%3Dcolumn-1%26p_p_col_count%3D1%26_101_INSTANCE_TlnQ4yDZ0738_struts_action%3D%252Fasset_publisher%252Fview" target="_blank">El Canal de Panamá. Una perspectiva histórica y social</a>.</span></p>BELEN LASPRA PEREZ2015-11-10T08:46:59ZSeminario "Ciencia, Tecnología y Sociedad"BELEN LASPRA PEREZhttps://cts.grupos.uniovi.es/actualidad/-/blogs/seminario-ciencia-tecnologia-y-sociedad-2015-10-23T11:04:32Z2015-10-23T10:49:22Z<p style="text-align: justify;">
<span style="line-height: 1.55em; text-align: justify;">El 15 de octubre de 2015 se celebró en el Centro de Ciencias Humanas y Sociales del CSIC, el Seminario "Ciencia, Tecnología y Sociedad", que se enmarca en el Proyecto de Investigación "Cultura Científica, Percepción y Actitudes ante la Ciencia y la Innovación en el Sector Empresarial Español" del Plan Estatal de Investigación Científica y Técnica y de la Innovación, liderado por Jesus Rey. En este seminario intervinieron las investigadoras de la Unidad en Cultura Científica del CIEMAT, Emilia Lopera, María Cornejo y Ana Muñoz; junto a las investigadoras del Departamento de Filosofía de la Universidad de Oviedo, Irene Díaz García y Belén Laspra; todas ellas miembros del Grupo CTS de la Universidad de Oviedo.</span></p>
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<a href="http://www.ifs.csic.es/es/node/291045" target="_blank">Más información</a></p>
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<a href="/documents/279431/279535/Cartel+Seminario+Ciencia%2C%20Tecnolog%C3%ADa+y+Sociedad/f4adef23-6313-4c20-93ef-5cacd0bc2c54">Cartel del evento</a></p>
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