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		<title>Eventos|Universidad de Málaga</title>
		<link>http://eventos.uma.es/rss/campus/359/all/principal.rss</link>
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		<copyright>2026 Eventos - Universidad de Málaga</copyright>
						
							<item>
						<title>Iberian COMSOL Multiphysics Conference 2026</title>
						<link>http://eventos.uma.es/event_detail/148448.html</link>
						<pubDate>Fri, 26 Jun 2026 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Rectorate Building of the University of Málaga, Avenida de Cervantes, 2, Málaga</p><p style="text-align: center;"><img alt="" src="/_files/_event/_78553/_editorFiles/file/logo.png" style="width: 223px; height: 150px;" />      <img alt="" src="/getFiles/hash/Z0QDOjVDMwQDM1ADO0Y2NjRmZmdTM5YDMgTM5UmY2IW:UHh0U2JrUktMMTIxc3ZDVWhHN1l2bHMybStKMnpoRlZGZzJ5V1VTdVo2MTQrSGhHS2lUQ2w1KzlhcHlXYnloVE5VaHZGSldVbWNYOVRIenJ1ZGtCSjJ6NWVlNFBFM1Bvc0tCdDJ5S295cUJnL3VKZzVzc0xhQ3dhL0RGcFpDN0c4L0FOU05rYkVRM09HVjBaVFNJY1laSisrUnF6VUQrd2ZLZmVJMXVRTWVCMWpQVy9QeDdydDQ4SGExOUxwTnM3ZTliTm1rdW9lUGR3ZitlMDVtaFFQQT09" style="height: 150px; margin-left: 10px; margin-right: 10px; width: 390px;" /></p>

<p style="text-align: justify;"><span style="font-size:14px;">Welcome to the <strong>Iberian COMSOL Multiphysics Conference 2026</strong>, which will be held on Friday,<strong> June 26 </strong>at the Rectorate of the University of Málaga, Spain!</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">It offers a unique space for researchers and professionals interested in multiphysics simulation, where we can share training opportunities and professional experiences on multiphysics modelling in a multitude of areas, while providing the right conditions for networking. The conference will feature keynote talks, minicourses, poster presentations, and more.</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">We invite you to submit an abstract. This event provides a platform to showcase your work, exchange ideas, and explore the latest advances in simulation and multiphysics modeling.</span></p>

<p style="text-align: justify;"><span style="font-size:14px;"><a href="https://eventos.uma.es/event_detail/148448/upload/iberian-comsol-multiphysics-conference-2026.html">Submit your abstract by May 25</a> to present your groundbreaking research, industrial applications, or innovative modeling techniques. Join renowned experts, gain recognition, and connect with professionals in your field.</span></p>

<p style="text-align: justify;"><span style="font-size:14px;">The conference is organized by the <a href="https://www.uma.es/">University of Málaga</a>, <a href="https://www.multiphysics.uma.es/home/">Multiphysics Modeling School</a>, <a href="https://www.addlink.es/">Addlink Software Científico</a> (Barcelona, Spain) and <a href="https://www.comsol.com/company">COMSOL AB</a> (Stockholm, Sweden).</span></p>

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			<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:Aptos,sans-serif"><a href="http://www.comsol.com/"><span style="text-decoration:none"><span style="text-underline:none"><img 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" style="width: 142px; height: 13px;" /></span></span></a></span></span></p>
			</td>
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			<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:Aptos,sans-serif"><a href="https://www.addlink.es/" target="_blank"><span style="font-size:11.5pt"><span helvetica="" neue="" style="font-family:"><span style="color:#0066cc"><span style="text-decoration:none"><span style="text-underline:none"><img alt="A blue and black logoDescription automatically generated" 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" style="width: 188px; height: 45px;" /></span></span></span></span></span></a></span></span></p>
			</td>
		</tr>
		<tr>
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			<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:Aptos,sans-serif"><a href="https://www.multiphysics.uma.es/" target="_blank"><span style="font-size:11.5pt"><span style="background:white"><span helvetica="" neue="" style="font-family:"><span style="color:#0066cc"><span style="text-decoration:none"><span style="text-underline:none"><img alt="A black background with white textDescription automatically generated" 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" style="width: 165px; height: 80px;" /></span></span></span></span></span></span></a></span></span></p>
			</td>
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			<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:Aptos,sans-serif"><a href="http://www.uma.es/"><span style="text-decoration:none"><span style="text-underline:none"><img alt="A logo with a bird in the centerDescription automatically generated" 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" style="width: 152px; height: 110px;" /></span></span></a></span></span></p>
			</td>
		</tr>
		<tr>
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			<p align="center" style="text-align:center"><span style="font-size:12pt"><span style="font-family:Aptos,sans-serif"><a href="https://www.uma.es/escuela-de-ingenierias-industriales/" target="_blank"><span style="font-size:11.5pt"><span style="background:white"><span helvetica="" neue="" style="font-family:"><span style="color:#0066cc"><span style="text-decoration:none"><span style="text-underline:none"><img alt="A blue dots on a black backgroundDescription automatically generated" 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" 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			<td style="width:48%; padding:0cm 7px 0cm 7px; height:87px">
			<p style="text-align: center;"><a href="https://rseq.org/"><img alt="RSEQ, Real Sociedad Española de Química Logo" moz-do-not-send="true" src="https://rseq.org/wp-content/uploads/2026/04/logo_rseq_web.png" style="width: 252px; height: 70px;" /></a></p>
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						<title>XXXVI Congreso Internacional de Pedagogía Social &quot;Desigualdades y resistencias: una pedagogía social para el bien común&quot;</title>
						<link>http://eventos.uma.es/event_detail/119080.html</link>
						<pubDate>Wed, 26 Nov 2025 15:30:00 +0100</pubDate>
						<description>
								<![CDATA[<p>Salón de Actos, Edificio del Rectorado. Universidad de Málaga., Avenida de Cervantes, 2, Málaga, España</p><h1 style="text-align: center;"><span style="color:#2980b9;">Video Resumen del Congreso </span></h1>

<div data-oembed-url="https://youtu.be/5voujyHErw4?si=UtmaUYpRXH1eq06V">
<div>
<div style="left: 0; width: 100%; height: 0; position: relative; padding-bottom: 56.25%;"><iframe allow="accelerometer *; clipboard-write *; encrypted-media *; gyroscope *; picture-in-picture *; web-share *;" allowfullscreen="" scrolling="no" src="//if-cdn.com/hBI4ZQph" style="top: 0; left: 0; width: 100%; height: 100%; position: absolute; border: 0;" tabindex="-1"></iframe></div>
</div>
</div>

<p style="line-height:1.7999999999999998; text-align:justify"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="background-color:#ffffff"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Este Congreso se abre como un foro de debate no solo para comprender las desigualdades que imperan hoy en día en nuestras sociedades y los patrones comunes sobre los que se construyen, sino que aspira a ser un espacio en el que se identifiquen, compartan y construyan posibles palancas de resistencias ante tales desigualdades.</span></span></span></span></span></span></span></p>

<p style="line-height:1.7999999999999998; text-align:justify"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="background-color:#ffffff"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Para ello el Congreso se articulará en relación a los siguientes ejes:</span></span></span></span></span></span></span></p>

<ul>
	<li style="line-height: 1.8; text-align: justify;">
	<p><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="font-weight:700"><span style="text-decoration: none;">Eje 1. Desigualdades, políticas públicas y derechos sociales</span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="font-size:16px;"><span style="font-weight:700"><span style="text-decoration: none;"><i> </i></span></span></span><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">(precariedad y salud mental, vulnerabiliad y salud comunitaria, abandono y estado del bienestar, la profesión de la educación social como garantía de derechos). </span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">E</span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">ste eje pretende dirigir nuestra atención a preguntarnos por cómo el modelo de civilización dominante afecta las vidas de las personas, precarizándolas en distintos planos. Recrudeciendo las situaciones de vulnerabilidad y provocando distintos malestares, entre ellos los que tienen que ver con la salud comunitaria en general. Frente a esto, queremos preguntarnos también por la propia vulnerabilidad del estado de bienestar y el lugar de la educación social ante este escenario. </span></span></span></span></span></span></p>
	</li>
	<li style="line-height: 1.8; text-align: justify;"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Eje  2. Investigación, activismo y redes populares </span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">(investigación y activismo, identidades de resistencia, territorio y redes comunitarias). El eje 2 está pensado como un espacio de intercambio alrededor de las relaciones entre investigación y activismo, apostando por reconocer los saberes de distintos sujetos y colectivos a la hora de evaluar sus necesidades y organizar de forma creativa y crítica distintos movimientos de resistencia. Esto nos pondrá también sobre la pista de indagar en la importancia de los territorios y de la constitución de redes de apoyo mutuo.</span></span></span></span></span></span></li>
	<li style="line-height: 1.8; text-align: justify;"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Eje 3. Interseccionalidad y bien común </span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">(ética del cuidado y bien común, sostenibilidad y cuidado del mundo). El propósito de este eje es pensar alrededor de la noción de bien común como una manera de organizar la reflexión de forma colectiva acerca de las condiciones que hacen y pueden hacer la vida más digna y justa. Subrayando aquello que tiene que ver con las políticas de reconocimiento de las diversidades y con el cuidado de un mundo común.</span></span></span></span></span></span></li>
	<li style="line-height: 1.8; text-align: justify;"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="font-weight:700"><span style="font-style:normal"><span style="text-decoration:none">Eje 4. Dominación cultural y resistencias </span></span></span></span></span></span><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">(discursos de odio y polarización, digitalización, desinformación y dominación cultural, resistencia a través de medios digitales - producción cultural). El eje 4 se ha pensado como espacio para ofrecer algún tipo de resistencia a las formas contemporáneas de dominación cultural. Nuestra capacidad personal y colectiva de resistir pasa, según lo vemos, por reconocer y discutir esas formas de dominación, y por aprovechar los espacios comunitarios para fortalecer las resistencias.</span></span></span></span></span></span></li>
</ul>

<p style="line-height:1.7999999999999998; text-indent:35pt; text-align:justify"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="background-color:#ffffff"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">Estos cuatro ejes en torno a los que se articulará el Congreso pondrán de relieve diferentes retos que demanden sinergias de resistencia en la investigación y la acción social y educativa.</span></span></span></span></span></span></span></p>

<p style="line-height:1.7999999999999998; text-indent:35pt; text-align:justify"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Montserrat,sans-serif"><span style="color:#000000"><span style="background-color:#ffffff"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none">La <a href="https://sips-es.blogspot.com/">Sociedad Iberoamericana de Pedagogía Social</a> (SIPS) desde su creación hace 25 años ha tratado de ser un elemento que facilite respuestas y sinergias para el desarrollo y la transformación social. En este Congreso en el que se celebra el XXV aniversario de la SIPS, ésta hace un llamamiento a todas aquellas personas investigadoras, educadoras, y profesionales de la acción social y educativa a participar y sumar sinergias para una Pedagogía del Bien Común.</span></span></span></span></span></span></span></p>
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										<item>
						<title>WiSMC2025</title>
						<link>http://eventos.uma.es/event_detail/139992.html</link>
						<pubDate>Thu, 23 Oct 2025 10:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>ON- LINE, ON-LINE</p><p><span style="font-size:22px;"><strong>Introducción</strong></span></p>

<p>Esta jornada, que se realiza<strong> on-line</strong>, está especialmente dirigida a estudiantes pre-universitarios de entre 15 y 17 años que debén decidir qué quieren estudiar una vez terminado el bachillerato. Queremos que tanto ellos como ellas sean conscientes de que la ingeniería es una magnífica opción independientemente de que seas mujer u hombre. Solo hace falta que te guste!</p>

<p>En la actualidad, hay muchas personas, tanto hombres como mujeres, que por diferentes motivos tienen determinados prejuicios relativos a lo que una mujer puede o no hacer. Es necesario hacer ver tanto a las mujeres como a los hombres, que las mujeres pueden desarrollar una carrera profesional de éxito, sin por ello tener que renunciar a ser madres y a tener una familia.</p>

<p>Por tanto, el objetivo de este cuarto encuentro internacional es tomar conciencia de que hace falta que tanto mujeres como hombres trabajen en colaboración, apoyándose los unos a los otros, para que tanto ellos como ellas puedan realizarse como personas completas. Es más, este planteamiento se puede extrapolar a cualquier persona, independientemente de su edad, orientación sexual, raza, religión, etc.</p>

<p>Con este objetivo en mente, se invitará a mujeres con carreras profesionales exitosas y que están convencidas de que la ingeniería es una magnífica opción ya seas chica o chico. Así, se tratará de mostrar a las niñas, a las jóvenes, y a todos los asistentes que las mujeres no tienen que renunciar a nada y que, con el soporte adecuado por parte del resto de la sociedad, pueden fijarse cualquier tipo de meta, siendo necesario para ello trabajar todos y todas en la misma dirección y con el firme convencimiento de que la igualdad es la base del desarrollo.</p>

<p>La inscripción a este evento es Gratuita y abierta a todos los colegios e institutos de España. Para asistir hay que enviar un emial a abp@uma.es, en el que se indique:</p>

<ul>
	<li>Nombre del centro</li>
	<li>Dirección postal</li>
	<li>Localidad</li>
	<li>Número de estudiantes que se van a conectar</li>
	<li>Curso de los estudiantes</li>
</ul>

<p>GPIE22-036</p>
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						<title>Programa Hacia la Investigación</title>
						<link>http://eventos.uma.es/event_detail/134787.html</link>
						<pubDate>Mon, 16 Jun 2025 09:00:00 +0200</pubDate>
						<description>
								<![CDATA[<p>Universidad de Málaga, Málaga, España</p><p style="text-align: justify;">La Universidad de Málaga, a través del Vicerrectorado de Investigación y Divulgación Científica y el Vicerrectorado de Estudiantes y Empleabilidad, y la colaboración de la Fundación Española para la Ciencia y la Tecnología - Ministerio de Ciencia, Innovación y Universidades, organiza el Programa "Hacia la Investigación" dirigido a estudiantes de 4º de ESO, de 1º y 2º de Bachillerato  y de Ciclos Formativos de Grado Superior.</p>

<p style="text-align: justify;">Este programa tiene como objetivo fundamental que los estudiantes puedan conocer de primera mano los Proyectos de Investigación que se realizan en los centros de la Universidad con el objetivo común de que dichos proyectos resulten útiles y clarificadores para la posterior elección de sus estudios superiores.  Durante las dos semanas en las que se desarrolla el proyecto, los estudiantes combinan el desarrollo de éste con visitas organizadas a diferentes laboratorios y servicios con el fin de que conozcan las instalaciones de la Universidad. De igual manera, se organizan actividades para favorecer el intercambio de experiencias entre los alumnos participantes en los distintos proyectos.</p>

<p style="text-align: justify;"><a href="https://www.uma.es/oficina-de-atencion-al-estudiante/info/152631/hacia-la-investigacion-curso-20242025/">Convocatoria 2024/2025</a></p>
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