<?xml version="1.0" encoding="UTF-8"?>
<rss version="0.91">
	<channel>
		<title>Eventos|Universidad de Valladolid</title>
		<link>http://eventos.uva.es/rss/faculty/505/all/facultad-de-traduccion-e-interpretacion.rss</link>
		<description>RSS - Eventos -  Facultad de Traducción e Interpretación - All</description>
		<language>en</language>
		<copyright>2026 Eventos - Universidad de Valladolid</copyright>
						
							<item>
						<title>VI CONGRESO INTERNACIONAL SOBRE LA LENGUA DE LA VID Y EL VINO Y SU TRADUCCIÓN:  EL VINO EN TU LENGUA</title>
						<link>http://eventos.uva.es/event_detail/143123.html</link>
						<pubDate>Wed, 15 Apr 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Facultad de Traducción e Interpretación de Soria - UVa, Soria, España</p><p data-end="859" data-start="375">El VI Congreso Internacional sobre la Vid y el Vino y su Traducción, bajo el lema <strong data-end="483" data-start="457">“El vino en tu lengua”</strong>, invita a reflexionar sobre la riqueza lingüística y cultural que rodea al mundo del vino y sus múltiples formas de comunicación. En esta nueva edición, el encuentro reunirá a investigadores, docentes, profesionales del sector y traductores especializados para compartir experiencias, proyectos e investigaciones en torno a la lengua, la cultura y la traducción vitivinícola.</p>

<p data-end="859" data-start="375">Puedes consultar los detalles y el programa provisional aquí: <a href="https://uvaes-my.sharepoint.com/:b:/g/personal/mariapc_uva_es/IQCOh4mSSSCvTpd400smUqD3AWTb_qdhoj8TrMUB_uptLeI?e=Qqeouh">Info_ES.pdf</a></p>

<p data-end="1156" data-start="861">El congreso propone un espacio de diálogo interdisciplinar que abarca desde la historia y la evolución del lenguaje del vino hasta sus manifestaciones actuales en contextos multilingües y digitales. Las ponencias, talleres y mesas redondas girarán en torno a las siguientes <strong data-end="1155" data-start="1135">líneas temáticas</strong>:</p>

<ul data-end="1487" data-start="1158">
	<li data-end="1191" data-start="1158">
	<p data-end="1191" data-start="1160"><strong data-end="1189" data-start="1160">Lengua y cultura del vino</strong></p>
	</li>
	<li data-end="1219" data-start="1192">
	<p data-end="1219" data-start="1194"><strong data-end="1217" data-start="1194">Lenguas en contacto</strong></p>
	</li>
	<li data-end="1284" data-start="1220">
	<p data-end="1284" data-start="1222"><strong data-end="1282" data-start="1222">La lengua vitivinícola desde la diacronía y la sincronía</strong></p>
	</li>
	<li data-end="1341" data-start="1285">
	<p data-end="1341" data-start="1287"><strong data-end="1339" data-start="1287">Enocomunicación multilingüe y entornos digitales</strong></p>
	</li>
	<li data-end="1376" data-start="1342">
	<p data-end="1376" data-start="1344"><strong data-end="1374" data-start="1344">La traducción vitivinícola</strong></p>
	</li>
	<li data-end="1413" data-start="1377">
	<p data-end="1413" data-start="1379"><strong data-end="1411" data-start="1379">La comunicación enoturística</strong></p>
	</li>
	<li data-end="1440" data-start="1414">
	<p data-end="1440" data-start="1416"><strong data-end="1438" data-start="1416">La enoterminología</strong></p>
	</li>
	<li data-end="1487" data-start="1441">
	<p data-end="1487" data-start="1443"><strong data-end="1487" data-start="1443">Didáctica de las lenguas y la traducción</strong></p>
	</li>
</ul>

<p data-end="1772" data-start="1489">Este congreso pretende consolidarse como un referente internacional en los estudios sobre la comunicación y la traducción en el ámbito vitivinícola, fomentando el intercambio de saberes y el desarrollo de nuevas perspectivas que fortalezcan los vínculos entre lengua, cultura y vino.</p>
]]>
						</description>
					</item>
										<item>
						<title>IV Simposio &quot;De la hipótesis a la tesis&quot; del programa de doctorado Interuniversitario en Traductología, Traducción Profesional y Audiovisual</title>
						<link>http://eventos.uva.es/event_detail/147835.html</link>
						<pubDate>Wed, 17 Jun 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>El simposio tendrá lugar en modalidad virtual, para facilitar la participación a todos los doctorandos y jóvenes doctores del programa que lo deseen., Calle Universidad, 3, 42004 Soria, España</p><p paraeid="{4b5dcaf7-95da-41d6-a9bf-f0c5752111a0}{61}" paraid="465533332"><img alt="Texto

El contenido generado por IA puede ser incorrecto." height="76" src="data:image/png;base64,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" unselectable="on" width="489" /><img height="77" src="data:image/png;base64,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" unselectable="on" width="77" /> </p>

<p paraeid="{4b5dcaf7-95da-41d6-a9bf-f0c5752111a0}{61}" paraid="465533332">El programa de doctorado interuniversitario (UVa-UA) en Traductología, Traducción Profesional y Audiovisual invita a todos sus <strong>doctorandos y doctores recientes </strong>(antiguos doctorandos del programa que hayan defendido su tesis doctoral a partir de 2023) a enviar propuestas para el <strong>IV Simposio De la hipótesis a la tesis</strong>, que tendrá lugar los días <strong>17 y 18 de junio de 2026</strong> en <strong>modalidad virtual</strong>. Este encuentro constituye una actividad formativa esencial del programa, diseñada para proporcionar un entorno académico seguro en el que presentar avances de investigación, recibir retroalimentación de especialistas y fortalecer habilidades investigadoras clave. </p>

<p paraeid="{4b5dcaf7-95da-41d6-a9bf-f0c5752111a0}{121}" paraid="463988967">Los participantes podrán, además, enviar tras el simposio una <strong>contribución escrita </strong>para su posible inclusión —tras superar un proceso de revisión por pares doble ciego— en un volumen colectivo en la editorial Comares (colección Interlingua).</p>

<p paraeid="{4b5dcaf7-95da-41d6-a9bf-f0c5752111a0}{121}" paraid="463988967"><strong>La <u>asistencia</u> está abierta también a estudiantes de otros programas de doctorado, así como a estudiantes de máster y de grado que deseen conocer las investigaciones que se desarrollan en el marco de nuestro programa de traducción.</strong></p>

<p paraeid="{4b5dcaf7-95da-41d6-a9bf-f0c5752111a0}{121}" paraid="463988967"> </p>

<p paraeid="{4b5dcaf7-95da-41d6-a9bf-f0c5752111a0}{121}" paraid="463988967"> </p>
]]>
						</description>
					</item>
										<item>
						<title>II Edición de los Premios a la Excelencia Comunicativa de Servicio Público, Campus de Soria</title>
						<link>http://eventos.uva.es/agenda/show_event/143404/ii-edicion-de-los-premios-a-la-excelencia-comunicativa-de-servicio-publico-campus-de-soria.html</link>
						<pubDate>Tue, 04 Nov 2025 19:00:00 +0100</pubDate>
						<description>
								<![CDATA[<p>, Salón de Actos, Universidad de Valladolid, Campus Duques de Soria, Calle Universidad, Soria, España</p><p style="text-align:justify; margin-bottom:8px"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><span style="line-height:150%">El martes 4 de noviembre, a las 19:00, en, Salón de Actos del campus de Soria tendrá lugar la entrega de los II Premios a la Excelencia Comunicativa de Servicio Público.</span></span></span></span></p>

<p style="text-align:justify; margin-bottom:8px"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><span style="line-height:150%">La Universidad de Valladolid (UVa) ha hecho pública la resolución de la II Edición de los Premios a la Excelencia Comunicativa de Servicio Público, en reconocimiento a las mejores iniciativas, trayectorias y proyectos que promueven la comunicación responsable, la divulgación cultural, el compromiso social y la alfabetización mediática. </span></span></span></span></p>

<p style="margin-left:14px; text-align:justify; margin-bottom:8px"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><i><span style="line-height:150%">Premio a la labor de divulgación sobre aspectos relacionados con la ciencia, cultura o comunicación</span></i><span style="line-height:150%">: <b>Ignacio Peyró</b>, por su destacada trayectoria en la difusión cultural y literaria, tanto en España como en el ámbito internacional. Su labor como escritor, periodista y director del Instituto Cervantes en Londres y Roma ha contribuido significativamente a la proyección del pensamiento y la cultura española en el exterior. </span></span></span></span></p>

<p style="margin-left:14px; text-align:justify; margin-bottom:8px"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><i><span style="line-height:150%">Premio a la investigación centrada en la promoción deportiva</span></i><span style="line-height:150%">: <b>Proyecto Relevo Paralímpico Castilla y León</b>, por su carácter innovador en la detección, formación y acompañamiento de deportistas con discapacidad, integrando ciencia, inclusión y desarrollo social. </span></span></span></span></p>

<p style="margin-left:14px; text-align:justify; margin-bottom:8px"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><i><span style="line-height:150%">Premio a la mejor labor de servicio público relacionada con el voluntariado y la responsabilidad social (ex aequo)</span></i><span style="line-height:150%">: <b>Joaquín Longinos Marín Rives</b>, por su impulso a la Responsabilidad Social Corporativa y la sostenibilidad desde la universidad, y la <b>Cátedra de Estudios de Género de la Universidad de Valladolid</b>, por su trabajo continuado en favor de la igualdad, la sensibilización y los derechos humanos. </span></span></span></span></p>

<p style="margin-left:14px; text-align:justify; margin-bottom:8px"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><i><span style="line-height:150%">Premio a la mejor labor de servicio público en medios convencionales y nuevos medios</span></i><span style="line-height:150%">: El <b>programa de RNE “No es un día cualquiera”, dirigido por Pepa Fernández</b>, por su excelencia radiofónica y su compromiso social y cultural a lo largo de más de dos décadas. </span></span></span></span></p>

<p style="margin-left:14px; text-align:justify; margin-bottom:8px"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><i><span style="line-height:150%">Premio a la investigación que contribuye a la alfabetización mediática e informacional de la ciudadanía</span></i><span style="line-height:150%">: <b>Tíscar Lara y Carlos Magro</b>, por su libro <i>“IA y Educación. Una relación con costuras”</i>, un ensayo que invita a una reflexión crítica sobre la inteligencia artificial y su impacto en la educación contemporánea. </span></span></span></span></p>

<p style="text-align:justify; margin-bottom:8px"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><span style="line-height:150%">Con estos premios, la Universidad de Valladolid reafirma su compromiso con la comunicación ética, la divulgación científica y cultural, y la construcción de una sociedad más informada, crítica y solidaria</span></span></span></span></p>
]]>
						</description>
					</item>
										<item>
						<title>Seminario &quot;El papel esencial de la interpretación en la atención a mujeres migrantes víctimas de violencia de género&quot;</title>
						<link>http://eventos.uva.es/agenda/show_event/143410/seminario-el-papel-esencial-de-la-interpretacion-en-la-atencion-a-mujeres-migrantes-victimas-de-vio.html</link>
						<pubDate>Mon, 03 Nov 2025 10:00:00 +0100</pubDate>
						<description>
								<![CDATA[<p>, Salón de Grados, Universidad de Valladolid, Campus Duques de Soria, Calle Universidad, Soria, España</p><p style="margin-bottom:8px; text-align:justify"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><span style="line-height:150%"><span style="color:black">En el contexto de las actividades entorno al 25N, la Unidad de Violencia Contra la Mujer en Soria, junto con la Facultad de Traducción e Interpretación, han organizado el Seminario "<i>El papel esencial de la interpretación en la atención a mujeres migrantes víctimas de violencia de género</i>".</span></span></span></span></span></p>

<p style="margin-bottom:8px; text-align:justify"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><span style="line-height:150%"><span style="color:black">El seminario será dirigido por Maribel del Pozo Triviño, catedrática de la Universidad de Vigo, asesora del Ministerio de Justicia y coordinadora de varios proyectos europeos para la comunicación con personas con barreras lingüísticas y culturales, y la formación de intérpretes en violencia de género.</span></span></span></span></span></p>

<p style="margin-bottom:8px; text-align:justify"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><span style="line-height:150%"><span style="color:black">La jornada tendrá lugar el <b>lunes, 3 de noviembre, de 10h a 14h en el Salón de Grados del Campus.</b></span></span></span></span></span></p>

<p style="margin-bottom:8px; text-align:justify"><span style="font-size:14px;"><span style="font-family:Tahoma,Geneva,sans-serif;"><span style="line-height:150%"><span style="line-height:150%"><span style="color:black">El programa completo puede consultarse en el cartel adjunto.</span></span></span></span></span></p>
]]>
						</description>
					</item>
										<item>
						<title>Jornada Informativa Virtual del MÁSTER UNIVERSITARIO EN TRADUCCIÓNEN ENTORNOS DIGITALES MULTILINGÜES</title>
						<link>http://eventos.uva.es/agenda/show_event/135620/jornada-informativa-virtual-del-master-universitario-en-traduccionen-entornos-digitales-multilingue.html</link>
						<pubDate>Tue, 20 May 2025 16:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Campus de Soria, Campus de Soria, Calle Universidad, Soria, España</p><p> </p>

<p> </p>

<p><img alt="" src="/getFiles/hash/M5kTZ2MTYwAjN5MWOiBDOzEDZ3UGZxEGZUjZjRTYkV2:VG9rMUlWWDc4clV0cEN3dEVkL0J4NW9HTzVoZVlwb2R5V2NxM0U0Y0pXdmJtR0tPRStyK0RNOFNQcDExaFEwSGRCV0hSZVJBY09scnZIL1dIam9CMEc4bVRhRS9jd3g2NmNJb3FKTCtIOVVvNHlPai9WMS9NZFE3Ulk5dDZaNGd1L1dXelVEOUljWFdvRWtBNmFGSWdmVHFjTVZZVllFODFzeThLVDB5OWs2dVJxM2ZVZ1NGOEtMdFR3QVFhY2FDdnNuZWIxOGFuWmN4VVNNdS9RblZ0K1lzUmtmWFRCTVc1NFZuUGJJa0I0cz0=" style="width: 600px; height: 849px;" /></p>
]]>
						</description>
					</item>
										<item>
						<title>Jornadas sobre traducción y territorio: vino y gastronomía</title>
						<link>http://eventos.uva.es/event_detail/128996.html</link>
						<pubDate>Tue, 06 May 2025 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Facultad de Traducción e Interpretación de Soria - UVa, Soria, España</p><p style="text-align: center;"><strong><span style="color:#b98b62;"><span style="font-size:22px;"><span style="background-color:#5d331d;">6 y 7 de mayo de 2025</span></span></span></strong></p>

<p style="text-align: center;"><strong><span style="color:#b98b62;"><span style="font-size:22px;"><span style="background-color:#5d331d;">Presencial u online</span></span></span></strong></p>

<p style="text-align: justify;">La <strong><span style="color:#b98b62;">vitivinicultura </span></strong>y la <strong><span style="color:#b98b62;">gastronomía </span></strong>no solo son pilares económicos y culturales de varios países, como los mediterráneos, sino que además reflejan las identidades de los <strong><span style="color:#b98b62;">territorios </span></strong>donde se producen. Estos sectores, profundamente ligados a la <strong><span style="color:#b98b62;">tierra, la tradición y el saber local</span></strong>, han trascendido fronteras gracias al turismo <strong><span style="color:#b98b62;">enogastronómico </span></strong>y a la exportación global de sus productos. En este escenario, la <strong><span style="color:#b98b62;">traducción y la mediación intercultural </span></strong>se convierten en herramientas clave para trasladar la <strong><span style="color:#b98b62;">riqueza cultural y territorial a públicos internacionales</span></strong>.</p>

<p style="text-align: justify;">Estas jornadas buscan explorar cómo la <strong><span style="color:#b98b62;">traducción enogastronómica</span></strong> actúa como puente entre territorios, preservando su esencia y tradiciones mientras se adapta a <strong><span style="color:#b98b62;">contextos culturales diversos</span></strong>. Si deseas unirte a esta reflexión sobre cómo la traducción conecta culturas, territorios e identidades y sobre su papel en la<strong><span style="color:#b98b62;"> representación y proyección internacional</span></strong> de estos territorios, <u>envíanos tu propuesta a través de esta plataforma hasta el 10 de abril</u>.</p>

<p><span style="font-size:16px;"><span style="color:#b98b62;"><span style="background-color:#5d331d;">Líneas temáticas:</span></span></span></p>

<p style="margin-left: 40px;">· Géneros textuales para la traducción enogastronómica.</p>

<p style="margin-left: 40px;">· Terminología especializada en la traducción vitivinícola o gastronómica.</p>

<p style="margin-left: 40px;">· Historia de la traducción vitivinícola o gastronómica.</p>

<p style="margin-left: 40px;">· Enfoques pragmáticos, lingüísticos, semióticos o culturales de la traducción enogastronómica.</p>

<p><span style="color:#b98b62;"><span style="background-color:#5d331d;">CARACTERÍSTICAS DE LAS PROPUESTAS</span></span></p>

<p>Título: No más de 20 palabras</p>

<p>Resumen: (Tema, objetivos, metodología, avance de resultados) Extensión: entre 200-500 palabras.</p>

<p>Palabras clave: 5</p>

<p>Referencias bibliográficas:</p>

<p>Lenguas aceptadas: Español, inglés, francés</p>

<p>Formato: docx</p>

<p><strong><span style="font-size:14px;">Selección de trabajos para publicación en <u><span style="color:#b98b62;">revista de impacto (Q1)</span></u> tras revisión inicial por pares.</span></strong></p>
]]>
						</description>
					</item>
						</channel>
</rss>

