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<rss version="2.0"><channel><title>Baleares - Universidades</title><description>Baleares - Universidades</description><language>es</language><link>https://www.csif.es/es/portada/balearesuniversidades/categoria/notasdeprensaycomunicaciones</link><lastBuildDate>Sun, 05 Apr 26 20:30:41 CEST</lastBuildDate><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/36739</guid><title>Financiaci&#xF3;n para implantar la LOSU y aprobar el Estatuto del PDI, retos del Gobierno en 2024</title><pubDate>Thu, 11 Jan 24 10:31:54 CET</pubDate><link>https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/36739</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Empleo</category><category>Otros Empleo</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Leyes y Decretos Ley</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Interino</category><category>Laboral</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c743cd0c6fa.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Baleares - Universidades Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;Os recordamos que el reciente informe&amp;nbsp;&#xAB;&lt;a href="https://www.crue.org/wp-content/uploads/2023/12/Monografia_Financiacion_Publica_web.pdf" rel="noopener" target="_blank"&gt;&lt;strong&gt;Financiaci&#xF3;n p&#xFA;blica en la Ley Org&#xE1;nica del Sistema Universitario&lt;/strong&gt;&lt;/a&gt;&#xBB;, presentado por la Crue concluye que&amp;nbsp;&lt;strong&gt;la Administraci&#xF3;n central, impulsora y proponente de la LOSU, "debe asumir con sus propios recursos la mayor parte del incremento de suficiencia de 3.180 millones de euros de gasto p&#xFA;blico que supone cumplir el objetivo de alcanzar el 1% del PIB".&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Por otro lado tambi&#xE9;n se&#xF1;ala que&lt;strong&gt;&amp;nbsp;844 millones supondr&#xED;an el coste de aplicar las disposiciones de la LOSU en materia de PDI tales como:&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Reducci&#xF3;n ya en 2024 de la carga docente de Asociados, Ayudantes Doctores y profesorado permanente por un importe estimado de, al menos, 225 millones de euros.&lt;/li&gt;&#xD;
	&lt;li&gt;En el horizonte de 2030, la reducci&#xF3;n de la temporalidad y la mejora de la calidad de la plantilla supondr&#xE1;n un coste adicional de 424 millones euros.&lt;/li&gt;&#xD;
	&lt;li&gt;Anualmente la reposici&#xF3;n de efectivos por jubilaci&#xF3;n supondr&#xE1; asumir sus costes de Seguridad Social por un importe adicional de 195 millones de euros.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;&lt;u&gt;Desde CSIF hemos pedimos a la nueva ministra responsable de universidades financiaci&#xF3;n para aplicar la LOSU y poner coto a la precariedad e inestabilidad de las plantillas universitarias.&lt;/u&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;CSIF tambi&#xE9;n exige a Diana Morant para el a&#xF1;o 2024:&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li style="margin-left: 18pt;"&gt;Recursos para estabilizar, promocionar y renovar las plantillas de PTGAS y PDI&lt;/li&gt;&#xD;
	&lt;li style="margin-left: 18pt;"&gt;Modificar los criterios ANECA de acreditaci&#xF3;n y evaluaci&#xF3;n del profesorado&lt;/li&gt;&#xD;
	&lt;li style="margin-left: 18pt;"&gt;Financiaci&#xF3;n para generalizar y mejorar la carrera Profesional del PTGAS&lt;/li&gt;&#xD;
	&lt;li style="margin-left: 18pt;"&gt;Normativa nacional que permita el cobro de Quinquenios y Sexenios a todo el PDI laboral temporal&lt;/li&gt;&#xD;
	&lt;li style="margin-left: 18pt;"&gt;Actualizar el RD de retribuciones del PDI de 1989 y la Orden del procedimiento para evaluar la actividad investigadora de 1994&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/34986</guid><title>CSIF pide a Diana Morant financiaci&#xF3;n para aplicar la LOSU y poner coto a la precariedad e inestabilidad de las plantillas universitarias</title><pubDate>Tue, 28 Nov 23 09:59:28 CET</pubDate><link>https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/34986</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Ascenso y promoci&#xF3;n interna</category><category>Empleo</category><category>Otros Empleo</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Leyes y Decretos Ley</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Interino</category><category>Personal de Universidad</category><category>Laboral</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c742adea1e9.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Baleares - Universidades Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;Desde que entr&#xF3; en vigor la LOSU el 12 de abril crece la preocupaci&#xF3;n por la insuficiente financiaci&#xF3;n de las universidades. CSIF denuncia que Subirats se march&#xF3; sin concretar c&#xF3;mo se har&#xE1; realidad el compromiso de destinar el 1 por ciento del PIB al gasto p&#xFA;blico en educaci&#xF3;n universitaria, ni de d&#xF3;nde van a salir los 3.100 millones de euros necesarios ni tampoco el calendario o las aportaciones por parte de las diferentes administraciones.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;A CSIF le preocupa que la LOSU cronifique la precariedad y la temporalidad del Personal Docente e Investigador y del Personal T&#xE9;cnico de Gesti&#xF3;n y de Administraci&#xF3;n y Servicios.&lt;/strong&gt;&amp;nbsp;La escasa financiaci&#xF3;n y la tasa de reposici&#xF3;n complicar&#xE1; la estabilizaci&#xF3;n (dif&#xED;cil alcanzar una tasa de interinidad del 8% partiendo del actual 40% de temporalidad) y la renovaci&#xF3;n de las plantillas de PDI y PTGAS. &amp;nbsp;Sobre este &#xFA;ltimo aspecto, el sindicato recuerda que el 52% de la plantilla de las universidades p&#xFA;blicas tiene m&#xE1;s de 55 a&#xF1;os.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;El sindicato independiente se&#xF1;ala que el incremento de los costes de personal provocados por la LOSU para el a&#xF1;o pr&#xF3;ximo empieza a ser una losa dif&#xED;cil de asumir por las universidades&lt;/strong&gt;: U de Burgos (4,5 millones y 116 nuevos profesores), U de Castilla-La Mancha (8,5 millones), U. de Le&#xF3;n (5 millones y 140 profesores), o las universidades andaluzas que demandan 45 millones y m&#xE1;s de 1.000 Profesores Ayudantes Doctores.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Ante este escenario de penuria econ&#xF3;mica, algunas universidades dudan de poner en marcha las medidas de la LOSU y otras, como la Universidad de Valladolid, optan por masificar las clases y acabar con los desdobles de asignaturas. Craso error para CSIF y apertura de un camino equivocado y peligroso en detrimento de la calidad docente.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;CSIF va a exigir a la nueva ministra de Ciencia, Innovaci&#xF3;n y Universidades que transfiera a las Comunidades Aut&#xF3;nomas el coste de aplicaci&#xF3;n de la LOSU y asignaciones presupuestarias concretas para estabilizaci&#xF3;n, promoci&#xF3;n y renovaci&#xF3;n de las plantillas de PDI y PTGAS.&lt;/strong&gt;&amp;nbsp;Del mismo modo, demandar&#xE1; a las CC.AA. corresponsabilidad y esfuerzo para incrementar las plazas de Profesor Ayudante Doctor y multiplicar los contratos de Formaci&#xF3;n de Profesorado Universitario (FPU) y de Formaci&#xF3;n de Personal Investigador (FPI).&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Una de las primeras acciones que tiene tambi&#xE9;n que poner en marcha la nueva titular de Universidades es, para CSIF, la negociaci&#xF3;n del Estatuto del Personal Docente e Investigador&lt;/strong&gt;, el primer gran incumplimiento del Gobierno con respecto a la LOSU. El sindicato independiente recuerda que la&amp;nbsp;Disposici&#xF3;n final d&#xE9;cima de la LOSU establece que &#x201C;En el plazo de seis meses desde la entrada en vigor de esta ley org&#xE1;nica el Gobierno presentar&#xE1; al Congreso de los Diputados un proyecto de Ley del estatuto del personal docente e investigador universitario&#x201D;.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Un Estatuto del PDI que afectar&#xE1; a m&#xE1;s de 110.00 profesores e investigadores de universidades p&#xFA;blicas y debe configurarse como un&amp;nbsp;&lt;strong&gt;marco normativo fundamental para establecer una carrera profesional clara y progresiva&lt;/strong&gt;, que excluya la precariedad laboral y que promueva como fin &#xFA;ltimo la calidad de la docencia, la investigaci&#xF3;n y la transferencia. Tambi&#xE9;n debe regular temas como el r&#xE9;gimen del PDI, sus funciones y dedicaci&#xF3;n, su modelo salarial, su movilidad, sus procesos de selecci&#xF3;n, etc.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Para CSIF, Diana Morant tiene que afrontar otros retos claves para mejorar el Sistema Universitario Espa&#xF1;ol como son:&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;La reforma y mejora de los criterios ANECA de acreditaci&#xF3;n del profesorado&lt;/strong&gt;&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;El reconocimiento y cobro de Quinquenios y Sexenios para el PDI laboral temporal&lt;/strong&gt;&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;Poner fin a detraer la cuota patronal a los investigadores de las ayudas &#x201C;Margarita Salas&#x201D; y &#x201C;Mar&#xED;a Zambrano&#x201D;.&lt;/strong&gt;&lt;/li&gt;&#xD;
	&lt;li&gt;&lt;strong&gt;Resolver y clarificar el r&#xE9;gimen de incompatibilidades en la figura del &#x201C;Profesor Sustituto&#x201D;.&lt;/strong&gt;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/34819</guid><title>Propuestas de CSIF al borrador de nuevos criterios del Sexenio de Investigaci&#xF3;n 2023</title><pubDate>Fri, 24 Nov 23 08:11:39 CET</pubDate><link>https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/34819</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><category>Convocatorias</category><category>Empleo</category><category>Otros Empleo</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Leyes y Decretos Ley</category><category>Otra normativa</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Interino</category><category>Personal de Universidad</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c7428781964.png" type="image/png" medium="image"><media:credit/><media:title>Baleares - Universidades Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p class="rtecenter"&gt;&lt;strong&gt;Propuestas y comentarios de CSIF&amp;nbsp;&lt;span data-scayt-word="presentados" data-wsc-id="lpccgjz74yr07epal" data-wsc-lang="en_US"&gt;presentados&lt;/span&gt;&amp;nbsp;a la&amp;nbsp;&lt;span data-scayt-word="ANECA" data-wsc-id="lpccgjz6aayyzupyr" data-wsc-lang="en_US"&gt;ANECA&lt;/span&gt;&amp;nbsp;&lt;span data-scayt-word="sobre" data-wsc-id="lpccgjz6xzj8ixyxz" data-wsc-lang="en_US"&gt;sobre&lt;/span&gt;&amp;nbsp;los&amp;nbsp;nuevos criterios de evaluaci&#xF3;n de&amp;nbsp;los&amp;nbsp;Sexenios de Investigaci&#xF3;n y&amp;nbsp;los&amp;nbsp;&lt;span data-scayt-word="criterios" data-wsc-id="lpccgjz5yeujwjdlr" data-wsc-lang="en_US"&gt;criterios&lt;/span&gt;&amp;nbsp;del&amp;nbsp;&lt;span data-scayt-word="nuevo" data-wsc-id="lpccgjz5uogv4dcew" data-wsc-lang="en_US"&gt;nuevo&lt;/span&gt;&amp;nbsp;RD&amp;nbsp;de&amp;nbsp;acreditaci&#xF3;n&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Visto que se acercan los plazos y las fechas de aprobaci&#xF3;n de los nuevos criterios de evaluaci&#xF3;n de la convocatoria 2023 de sexenios de investigaci&#xF3;n y de los criterios del nuevo Real Decreto de acreditaci&#xF3;n,&amp;nbsp;&lt;strong&gt;desde CSIF insistimos en plantear a la ANECA una serie de asuntos que pueden generar incertidumbre y ser perniciosos y conflictivos para el personal docente e investigador evaluado.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Extracto de las propuestas y comentarios presentados por CSIF sobre los criterios del Sexenio de Investigaci&#xF3;n 2023 y los criterios del nuevo Real Decreto de acreditaci&#xF3;n:&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;1&#xBA;)&amp;nbsp;&lt;strong&gt;Nos produce inquietud un sistema que da mucho margen a la subjetividad y a la discrecionalidad valorativa&lt;/strong&gt;. El uso de una narrativa como punto de partida para la valoraci&#xF3;n de las aportaciones parece lo adecuado, pero puede conllevar un abuso de la discrecionalidad valorativa, que podr&#xED;a ser empleada con fines espurios si no se emplean unas m&#xE9;tricas claras e inequ&#xED;vocas de m&#xED;nimos. Hay que tener en cuenta que los presidentes de los campos son designados y no elegidos. Un aumento de la discrecionalidad t&#xE9;cnica en la valoraci&#xF3;n de las aportaciones (y posteriormente de los m&#xE9;ritos para las acreditaciones) puede llevar a la comunidad universitaria a no tener posible defensa frente a un caso de abuso, pues ning&#xFA;n juez entrar&#xE1; a poner en duda un juicio t&#xE9;cnico.&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;2&#xBA;)&amp;nbsp;&lt;strong&gt;Resulta muy perjudicial que la evaluaci&#xF3;n negativa bloquee los a&#xF1;os y los m&#xE9;ritos evaluados negativamente&lt;/strong&gt;. Deber&#xED;a haber derecho de desistimiento&amp;nbsp;y as&#xED; reordenar los m&#xE9;ritos con el fin de conseguir un m&#xED;nimo o esperar un a&#xF1;o m&#xE1;s. Esto es especialmente sangrante en las primeras evaluaciones, en las que los candidatos someten m&#xE1;s de un per&#xED;odo. Cualquier error hace que pierdan toda posibilidad en lugar de conseguir, al menos, un m&#xED;nimo.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;3&#xBA;)&amp;nbsp;&lt;strong&gt;Determinado n&#xFA;mero de sexenios (3 para CU y 1 para TU) deber&#xED;a suponer tener la suficiencia en&lt;/strong&gt;&amp;nbsp;&lt;strong&gt;la&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Dimensi&#xF3;n investigadora-Resultados de la actividad investigadora&lt;/strong&gt;.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Ser&#xED;a justo y razonable que fuera suficiente tener 3 sexenios para la acreditaci&#xF3;n a CU y 1 sexenio para la acreditaci&#xF3;n a TU. Nos referimos, particularmente, a &amp;nbsp;3 sexenios para la acreditaci&#xF3;n a &amp;nbsp;CU: teniendo en cuenta que es lo que la propia Ley exige para que un Catedr&#xE1;tico pueda estar en las comisiones de acreditaci&#xF3;n ( art. 7.2 del RD 678/2023); o, en su caso, incluso para postularse como Rector &#x2013; Disposici&#xF3;n Transitoria Primera.3. LOSU- ). Tener 3 sexenios supondr&#xED;a tener 18 a&#xF1;os de actividad investigadora con cierta calidad y prolongada en el tiempo. Otro tanto, por la misma raz&#xF3;n, deber&#xED;a suceder para la acreditaci&#xF3;n a TU: en este caso teniendo reconocido 1 sexenio seg&#xFA;n se infiere del&amp;nbsp;art&#xED;culo 21.3&amp;nbsp;del RD 678/2023 que dice: &#x201C;En el caso de la acreditaci&#xF3;n a Profesor o Profesora Titular de Universidad, los m&#xE9;ritos y competencias requeridos para una evaluaci&#xF3;n positiva deber&#xE1;n adecuarse a la duraci&#xF3;n prevista para la etapa inicial de la carrera acad&#xE9;mica en la Ley Org&#xE1;nica 2/2023, de 22 de marzo&#x201D;, es decir, los 6 a&#xF1;os de Profesor Ayudante Doctor.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;4&#xBA;)&amp;nbsp;&lt;strong&gt;Se sugiere la supresi&#xF3;n del requisito de contrataci&#xF3;n superior a 8 meses para poder incluir las aportaciones cient&#xED;ficas del a&#xF1;o.&amp;nbsp;&lt;/strong&gt;Supone una penalizaci&#xF3;n desmesurada a la carrera cient&#xED;fica. No s&#xF3;lo retrasa la adquisici&#xF3;n de&amp;nbsp;sexenios&amp;nbsp;sino que anula parte de la producci&#xF3;n cient&#xED;fica del candidato al perderse la posibilidad de incluirse en otro periodo computable. Constituye una discriminaci&#xF3;n de car&#xE1;cter desmesurado que no atiende a criterios de m&#xE9;rito cient&#xED;fico sino a cuestiones meramente administrativas.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;5&#xBA;)&amp;nbsp;&lt;strong&gt;Se solicita eliminaci&#xF3;n o modificaci&#xF3;n del apartado 9 del t&#xED;tulo &#x201C;I. Criterios generales para todos los Campos&#x201D; que indica que &#x201C;9. Se establecer&#xE1;n criterios espec&#xED;ficos para los casos de reiterada publicaci&#xF3;n de trabajos en las mismas revistas o editoriales&lt;/strong&gt;, &#x2026;&#x201D;.&amp;nbsp;Esta redacci&#xF3;n afecta de forma retroactiva a los m&#xE9;ritos investigadores generados por los/las solicitantes del sexenio, ya que se estar&#xED;a limitando las contribuciones que puede incluir un/una solicitante al sexenio a un trabajo investigador ya realizado 6 a&#xF1;os antes de la convocatoria. Tampoco es coherente limitar el n&#xFA;mero de art&#xED;culos de una misma editorial, ya que gran parte del mercado editorial de revistas la ocupan unas pocas editoriales, adem&#xE1;s de que una editorial puede tener cientos de revistas y de diferente calidad.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;En el archivo adjunto puedes ver las propuestas &#xED;ntegras presentadas por CSIF a la ANECA con la argumentaci&#xF3;n justificativa correspondiente y realizadas siempre pensando en la objetividad, la transparencia y la racionalidad de la carrera acad&#xE9;mica del PDI funcionario y laboral.&lt;/strong&gt;&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/34578</guid><title>Propuesta de medidas para no abandonar la carrera acad&#xE9;mica tras la maternidad</title><pubDate>Tue, 21 Nov 23 07:14:14 CET</pubDate><link>https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/34578</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Empleo</category><category>Otros Empleo</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Leyes y Decretos Ley</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Prevenci&#xF3;n de Riesgos Laborales</category><category>Responsabilidad Social</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Interino</category><category>Personal de Universidad</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c7425d74e77.png" type="image/png" medium="image"><media:credit/><media:title>Baleares - Universidades Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;Adjunto os enviamos el documento &#xED;ntegro &#x201C;Propuesta de medidas para no abandonar la carrera acad&#xE9;mica tras la maternidad&#x201D; que&amp;nbsp;&lt;strong&gt;desde CSIF&lt;/strong&gt;&amp;nbsp;&lt;strong&gt;vamos a presentar inmediatamente a los equipos rectorales de las diferentes universidades p&#xFA;blicas&lt;/strong&gt;.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;En CSIF nos hacemos eco de las reivindicaciones planteadas por un grupo de profesoras e investigadoras en un reciente estudio y&amp;nbsp;&lt;strong&gt;buscamos hacer el mundo acad&#xE9;mico m&#xE1;s amigable para las madres.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Nuestro objetivo &#xFA;ltimo es intentar que muchas de las medidas propuestas sean una realidad a corto plazo&lt;/strong&gt;&amp;nbsp;&lt;strong&gt;y que ayuden a que m&#xE1;s madres se queden en el sistema.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Desde CSIF realizamos estas y otras propuestas que podr&#xE1;s ver desarrolladas en el documento adjunto y que ayudar&#xED;an a evitar el abandono de la carrera acad&#xE9;mica tras la maternidad a muchas mujeres:&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * Flexibilidad horaria.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * Implementar el teletrabajo y/o trabajo en remoto.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * Realizaci&#xF3;n de campa&#xF1;as espec&#xED;ficas sobre la importancia de la corresponsabilidad.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * Habilitar salas de lactancia, as&#xED; como guarder&#xED;as en los centros de trabajo.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * Reducir el horario lectivo a quienes tengan a su cargo menores de 3 a&#xF1;os.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * Implementar medidas que despenalicen los periodos de inactividad laboral por gestaci&#xF3;n o cuidados (periodo postparto) a la hora de acceder a programas de financiaci&#xF3;n competitivos p&#xFA;blicos.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * Eliminar el requisito de movilidad geogr&#xE1;fica para solicitar becas o subvenciones en el caso de tener menores de 6 a&#xF1;os a su cargo.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * Negociaci&#xF3;n, implementaci&#xF3;n y auditor&#xED;a de Planes de Igualdad y protocolos contra el acoso sexual o por raz&#xF3;n de sexo en todas las universidades.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; * No sobrecargar a las mujeres con el trabajo administrativo.&lt;/strong&gt;&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/32431</guid><title>CSIF denuncia que han transcurrido 6 meses desde que entr&#xF3; en vigor la LOSU y sigue sin presentarse un Estatuto del PDI</title><pubDate>Tue, 10 Oct 23 08:57:32 CEST</pubDate><link>https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/32431</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Empleo</category><category>Otros Empleo</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Leyes y Decretos Ley</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Interino</category><category>Personal de Universidad</category><category>Laboral</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c740eb888f9.jpg" type="image/jpeg" medium="image"><media:credit/><media:title>Baleares - Universidades Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;El d&#xED;a 12 de octubre se cumplen &amp;nbsp;6 meses desde que entrara en vigor la Ley Org&#xE1;nica del Sistema Universitario (LOSU) y parece que&amp;nbsp;&lt;strong&gt;se hace realidad su primer gran incumplimiento: el Estatuto del Personal Docente e Investigador&lt;/strong&gt;. La&amp;nbsp;Disposici&#xF3;n final d&#xE9;cima de la LOSU establece que &#x201C;En el plazo de seis meses desde la entrada en vigor de esta ley org&#xE1;nica el Gobierno presentar&#xE1; al Congreso de los Diputados un proyecto de Ley del estatuto del personal docente e investigador universitario&#x201D;.&lt;/p&gt;&#xD;
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&lt;p&gt;Recordamos que el Estatuto del PDI, siempre retrasado y nunca aprobado (la &#xFA;ltima propuesta seria fue del ministro de Educaci&#xF3;n &#xC1;ngel Gabilondo en el 2011), afectar&#xE1; a m&#xE1;s de 110.00 profesores e investigadores de universidades p&#xFA;blicas y debe configurarse como un&amp;nbsp;&lt;strong&gt;marco normativo fundamental para establecer una carrera profesional clara y progresiva&lt;/strong&gt;, que excluya la precariedad laboral y que promueva como fin &#xFA;ltimo la calidad de la docencia, la investigaci&#xF3;n y la transferencia. Tambi&#xE9;n debe regular temas como el r&#xE9;gimen del PDI, sus funciones y dedicaci&#xF3;n, su modelo salarial, su movilidad, sus procesos de selecci&#xF3;n, etc.&lt;/p&gt;&#xD;
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&lt;p&gt;Sobre uno de los aspectos del Estatuto del PDI,&lt;strong&gt;&amp;nbsp;el sindicato independiente exige mejorar el desfasado e injusto sistema retributivo del Personal Docente e Investigador del a&#xF1;o 1989 en el que prima un sistema de retribuciones adicionales ligadas a m&#xE9;ritos individuales de evaluaci&#xF3;n permanente&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;El Estatuto del PDI empez&#xF3; a negociarse el 29 de junio de 2022 cuando el Ministerio de Joan Subirats constituy&#xF3; formalmente la Mesa Sectorial de Universidades. Sin embargo, despu&#xE9;s de 7 meses existiendo y tras varias reuniones de trabajo,&amp;nbsp;&lt;strong&gt;Funci&#xF3;n P&#xFA;blica indic&#xF3; que no hab&#xED;a anclaje legal para que exista la Mesa Sectorial de Universidades.&amp;nbsp;&lt;/strong&gt;Lo ocurrido&amp;nbsp;&lt;strong&gt;supuso para CSIF una desconsideraci&#xF3;n y un ninguneo inadmisible de Funci&#xF3;n P&#xFA;blica y del Ministerio de Universidades hacia el Personal Docente e Investigador&lt;/strong&gt;&amp;nbsp;de las Universidades P&#xFA;blicas.&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;strong&gt;Sin noticias de los Sexenios de Transferencia y Docencia.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;Otro grave incumplimiento por parte del Ministerio de Universidades es la&amp;nbsp;&lt;strong&gt;no convocatoria del Sexenio de Transferencia&amp;nbsp;&lt;/strong&gt;del que solo hubo una prueba piloto en 2018 y que, por cierto, tuvo resultados muy desiguales entre hombres y mujeres. A pesar de los reiterados anuncios del Ministerio de Universidades y de la ANECA, llevamos 5 a&#xF1;os esperando una nueva convocatoria con&amp;nbsp;&lt;strong&gt;criterios objetivos, transparentes y bien definidos.&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Tampoco hay excusa para no haber creado el Sexenio de Docencia que Castells anunci&#xF3; a bombo y platillo.&lt;/strong&gt;&lt;/p&gt;&#xD;
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&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
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&lt;p&gt;&lt;img alt="" 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" /&gt;&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/31546</guid><title>Cat&#xE1;logo de Necesidades para el nuevo Curso Universitario 2023-2024</title><pubDate>Fri, 22 Sep 23 10:36:39 CEST</pubDate><link>https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/31546</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><category>Convocatorias</category><category>Empleo</category><category>Oferta Empleo P&#xFA;blico</category><category>Otros Empleo</category><category>Retribuciones</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Leyes y Decretos Ley</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Interino</category><category>Personal de Universidad</category><category>Laboral</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c7405a2fcc3.png" type="image/png" medium="image"><media:credit/><media:title>Baleares - Universidades Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content"/></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/29615</guid><title>El Gobierno aprueba el Real Decreto de Acreditaciones y Concursos</title><pubDate>Fri, 21 Jul 23 10:09:49 CEST</pubDate><link>https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/29615</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Concursos y movilidad</category><category>Otros Concursos y Movilidad</category><category>Convocatorias</category><category>Empleo</category><category>Otros Empleo</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Leyes y Decretos Ley</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Interino</category><category>Personal de Universidad</category><category>Laboral</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c73f0a97b5f.png" type="image/png" medium="image"><media:credit/><media:title>Baleares - Universidades Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;Se adjunta el&amp;nbsp;Real Decreto por el que se regula la acreditaci&#xF3;n estatal para el acceso a los cuerpos docentes universitarios (TU y CU) y el r&#xE9;gimen de los concursos de acceso a plazas de dichos cuerpos,&amp;nbsp;remitido ayer por la Secretar&#xED;a General de Universidades y&amp;nbsp;aprobado en el pasado Consejo de Ministros del martes 18 de julio.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;El Real Decreto unifica en una sola norma la regulaci&#xF3;n de los dos procesos que afectan al profesorado universitario (acreditaci&#xF3;n y concursos), e incorpora y desarrolla reglamentariamente las innovaciones normativas que fueron introducidas por la LOSU y que afectan a elementos clave de ambos procedimientos.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Novedades respecto al sistema de acreditaci&#xF3;n anterior:&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Responde a la necesidad de adaptar los procedimientos de acreditaci&#xF3;n y concurso a la Ley Org&#xE1;nica del Sistema Universitario (LOSU).&lt;/li&gt;&#xD;
	&lt;li&gt;Busca mejorar la calidad del proceso de acreditaci&#xF3;n, mediante la inclusi&#xF3;n de una mayor pluralidad de m&#xE9;todos, criterios y contribuciones evaluadas.&lt;/li&gt;&#xD;
	&lt;li&gt;Simplifica el procedimiento de acreditaci&#xF3;n, que se basar&#xE1; en la evaluaci&#xF3;n de un curr&#xED;culo breve con las contribuciones m&#xE1;s relevantes de la carrera docente e investigadora del candidato/a.&lt;/li&gt;&#xD;
	&lt;li&gt;Ya no ser&#xE1; necesaria la certificaci&#xF3;n documental de la totalidad de m&#xE9;ritos aducidos.&lt;/li&gt;&#xD;
	&lt;li&gt;El certificado de acreditaci&#xF3;n deja de estar vinculado a una rama de conocimiento determinada y pasa a tener car&#xE1;cter universal (tal y como CSIF ven&#xED;a reclamando desde que se implant&#xF3; el sistema de acreditaci&#xF3;n anterior).&lt;/li&gt;&#xD;
	&lt;li&gt;En el caso de resoluci&#xF3;n negativa, la persona solicitante no podr&#xE1; iniciar un nuevo procedimiento de acreditaci&#xF3;n hasta que no hayan transcurrido doce meses desde la presentaci&#xF3;n de la solicitud evaluada de forma desfavorable (antes 18 meses). Este punto fue una de las propuestas de mejora de CSIF en las negociaciones y celebramos que se haya aceptado.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Novedades respecto al sistema de concursos anterior:&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Las comisiones de selecci&#xF3;n de los concursos deber&#xE1;n estar integradas por una mayor&#xED;a de miembros externos a la universidad convocante, tal como establece la LOSU.&lt;/li&gt;&#xD;
	&lt;li&gt;Se prev&#xE9; que cada plaza convocada deba adscribirse a una (o m&#xE1;s) especialidades de conocimiento.&lt;/li&gt;&#xD;
	&lt;li&gt;Se incorpora la obligaci&#xF3;n de registrar las convocatorias en la plataforma electr&#xF3;nica europea Euraxess Jobs.&lt;/li&gt;&#xD;
	&lt;li&gt;Se introduce la obligaci&#xF3;n de que los miembros de las comisiones renuncien a formar parte de las comisiones de selecci&#xF3;n en caso de haber dirigido la tesis doctoral, o de coautor&#xED;a de art&#xED;culos cient&#xED;ficos o relaci&#xF3;n contractual con alguna de las personas candidatas en los seis a&#xF1;os previos al concurso.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Periodo de transici&#xF3;n entre el sistema antiguo y el nuevo:&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Las solicitudes de acreditaci&#xF3;n presentadas antes de la entrada en vigor de este real decreto y las que se presenten hasta el 1 de abril de 2024 se resolver&#xE1;n de acuerdo con las normas y procedimientos regulados en el Real Decreto 1312/2007, de 5 de octubre.&lt;/li&gt;&#xD;
	&lt;li&gt;Las personas solicitantes con expedientes iniciados y no finalizados antes de la entrada en vigor de este real decreto podr&#xE1;n desistir del procedimiento y solicitar a partir del 1 de abril de 2024 la evaluaci&#xF3;n conforme a las nuevas previsiones.&lt;/li&gt;&#xD;
	&lt;li&gt;El procedimiento y la concreci&#xF3;n de los criterios publicados mediante resoluci&#xF3;n de ANECA para la obtenci&#xF3;n de la acreditaci&#xF3;n estatal de los cuerpos docentes universitarios establecidos en este real decreto ser&#xE1;n aplicables a partir del 1 de abril de 2024.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Cambios entre el &#xFA;ltimo borrador negociado y lo finalmente aprobado, claramente perjudiciales para el PDI:&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Se establece en nueve meses el periodo acumulado m&#xED;nimo de actividad investigadora o docente en universidades o centros de investigaci&#xF3;n distintos de aquella instituci&#xF3;n en la que se present&#xF3; la tesis doctoral para optar a la acreditaci&#xF3;n para el acceso a los cuerpos docentes universitarios, si bien este requisito no resultar&#xE1; obligado para la promoci&#xF3;n de Profesora o Profesor Titular a Catedr&#xE1;tica o Catedr&#xE1;tico.&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p style="margin-left:35.4pt;"&gt;El &#xFA;ltimo borrador negociado indicaba: &#x201C;El requisito de movilidad no ser&#xE1; exigible a las figuras de personal docente e investigador de las universidades p&#xFA;blicas con contrato vigente a la entrada en vigor de la LOSU ni a los Profesoras o Profesores Titulares de Universidad para su promoci&#xF3;n a Catedr&#xE1;ticas o Catedr&#xE1;ticos de Universidad&#x201D;. Para CSIF no hay derecho a este nuevo disparate del Ministerio, claramente perjudicial para casi todo el PDI. Insistimos en el desprop&#xF3;sito de exigir esos 9 meses a pr&#xE1;cticamente todo el personal cuando en las negociaciones se hab&#xED;a aceptado la propuesta de CSIF de que no se aplicara al profesorado de cualquier figura contratado previamente a la entrada en vigor de la LOSU.&lt;/p&gt;&#xD;
&#xD;
&lt;ul&gt;&#xD;
	&lt;li&gt;Sobre el pago de tasas el &#xFA;ltimo borrador indicaba: &#x201C;La participaci&#xF3;n en el procedimiento de acreditaci&#xF3;n podr&#xE1; exigir el abono de las tasas que anualmente se determinen en los Presupuestos Generales del Estado&#x201D; y ahora pone &#x201C;La participaci&#xF3;n en el procedimiento de acreditaci&#xF3;n devengar&#xE1; el abono de las tasas de ANECA que anualmente se determinen en los Presupuestos Generales del Estado&#x201D;. Ahora parece que m&#xE1;s que dejar la puerta abierta, la abre de par en par.&lt;/li&gt;&#xD;
	&lt;li&gt;Por &#xFA;ltimo y claramente condicionado por la falta de tiempo para revisar adecuadamente una norma tan importante para el PDI, tambi&#xE9;n advertimos una&amp;nbsp;&lt;strong&gt;errata&lt;/strong&gt;&amp;nbsp;en la&amp;nbsp;Disposici&#xF3;n adicional tercera. Donde dice &#x201C;5. Respecto de los Profesores y Profesoras Titulares de Escuela Universitaria no ser&#xE1; exigible el requisito establecido en el art&#xED;culo 5.3.&#x201D; debe decir &#x201C;5. Respecto de los Profesores y Profesoras Titulares de Escuela Universitaria no ser&#xE1; exigible el requisito establecido en el art&#xED;culo&amp;nbsp;&lt;strong&gt;4.3&lt;/strong&gt;.&#x201D;&lt;/li&gt;&#xD;
&lt;/ul&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/29200</guid><title>Beneficiarias de las Ayudas Margarita Salas no pueden prorrogar su contrato tras haber estado de baja por riesgo durante el embarazo</title><pubDate>Thu, 13 Jul 23 08:40:45 CEST</pubDate><link>https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/29200</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Empleo</category><category>Otros Empleo</category><category>Negociaciones y acuerdos</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Personal de Universidad</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c73ec155359.png" type="image/png" medium="image"><media:credit/><media:title>Baleares - Universidades Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;&lt;strong&gt;Algunas universidades, como la de Granada, impiden que j&#xF3;venes doctoras que disfrutan de un contrato Margarita Salas de&amp;nbsp;&lt;/strong&gt;&lt;strong&gt;Ayudas para la recualificaci&#xF3;n del sistema universitario espa&#xF1;ol puedan prorrogar sus contratos tras haber estado de baja por riesgo durante el embarazo o haber disfrutado de las 16 semanas de permiso por nacimiento y cuidado de menor&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Se acumulan los problemas para los j&#xF3;venes investigadores e investigadoras que consiguieron acceder a Ayudas Margarita Salas o Mar&#xED;a Zambrano en las convocatorias de Ayudas para la recualificaci&#xF3;n del sistema universitario espa&#xF1;ol, para 2021-2023, en el marco del Real Decreto 289/2021, de 20 de abril, (BOE n&#xFA;m. 26 de 22 de abril de 2021). Recordamos que se trata de un nuevo programa de ayudas para j&#xF3;venes doctores con Fondos Next-Generation EU de la Uni&#xF3;n Europea, para la recualificaci&#xF3;n, la movilidad internacional y la atracci&#xF3;n de talento en el sistema universitario espa&#xF1;ol que el Ministerio de Universidades aprob&#xF3; en 2021.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Las ayudas se pueden solicitar en los 2 a&#xF1;os siguientes a la obtenci&#xF3;n del t&#xED;tulo de doctor, aunque el plazo de solicitud se puede prorrogar por diferentes motivos incapacitantes para desarrollar plenamente las tareas laborales: nacimiento de descendientes, adopci&#xF3;n, guarda legal, excedencias por cuidado de hijo o familiar, incapacidad temporal durante el embarazo o por causas distintas.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Sin embargo, la normativa regula el plazo improrrogable de 2 a&#xF1;os para la duraci&#xF3;n del contrato sin que se pueda prorrogar por ninguna de las causas anteriormente citadas de incapacitaci&#xF3;n (nacimiento, excedencia por cuidado de hijo, etc.), lo que a juicio de CSIF atenta contra la igualdad, contra la m&#xE1;s m&#xED;nima conciliaci&#xF3;n y contra las intenciones del plan de recuperaci&#xF3;n europeo.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Es decir, una vez contratado/a, si bien se tiene derecho al permiso de maternidad/paternidad, reducci&#xF3;n de jornada por lactancia, etc., ello no conlleva bajo ning&#xFA;n concepto la pr&#xF3;rroga de los 2 a&#xF1;os de duraci&#xF3;n del contrato. Lo que adem&#xE1;s de incurrir en una inexplicable contradicci&#xF3;n,&amp;nbsp;&lt;strong&gt;conlleva un perjuicio palpable no s&#xF3;lo econ&#xF3;mico sino temporal en la reducci&#xF3;n del tiempo para realizar la investigaci&#xF3;n&lt;/strong&gt;, por lo que el informe final se ver&#xE1; obviamente afectado.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Por el contrario,&amp;nbsp;&lt;strong&gt;otras universidades como Alcal&#xE1; de Henares o Almer&#xED;a, si recogen en su convocatoria la posibilidad de interrupci&#xF3;n de la ayuda por situaciones como riesgo en el embarazo, maternidad, paternidad, adopci&#xF3;n o acogimiento, posibilitando recuperar el tiempo interrumpido.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Desde los principios de igualdad (que forman parte del eje 5, punto 2 del plan extGenerationEU: &#xAB;estamos promoviendo la igualdad de g&#xE9;nero y el empoderamiento de las mujeres&#xBB;),&amp;nbsp;&lt;strong&gt;resulta a&#xFA;n m&#xE1;s escandaloso y lamentable que los permisos de maternidad no se puedan contar aparte del plazo de los dos a&#xF1;os, evidenciando el agravio comparativo entre el g&#xE9;nero masculino y femenino.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Uno de los problemas fundamentales radica en la cl&#xE1;usula TERCERA de los contratos laborales de los investigadores/as (concerniente a la duraci&#xF3;n, suspensi&#xF3;n y periodo de prueba) que establece lo siguiente: la suspensi&#xF3;n del contrato por las causas previstas en el art&#xED;culo 45 (suspensi&#xF3;n del contrato) y 46 (excedencias) del Texto Refundido de la Ley Estatuto de los Trabajadores NO comportar&#xE1; la ampliaci&#xF3;n de la duraci&#xF3;n del contrato.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Para CSIF resulta inadmisible una cl&#xE1;usula que no est&#xE1; en consonancia con la Ley y que pretende obviar derechos b&#xE1;sicos e inalienables de las mujeres trabajadoras.&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;13 de julio de 2023&lt;/p&gt;&#xD;
</content:encoded></item><item><guid isPermalink="true">https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/28876</guid><title>Sobre el RD de Acreditaci&#xF3;n - Publicados el nuevo &#xED;ndice JCR e &#xED;ndices de SCOPUS</title><pubDate>Thu, 06 Jul 23 10:30:33 CEST</pubDate><link>https://www.csif.es/es/noticia/portada/balearesuniversidades/articulo/28876</link><dc:creator xmlns:dc="dc">admin</dc:creator><dcterms:alternative xmlns:dcterms="dcterms"/><description/><category>Empleo</category><category>Otros Empleo</category><category>Negociaciones y acuerdos</category><category>Normativa</category><category>Otra normativa</category><category>Prensa y Comunicaci&#xF3;n</category><category>Notas de prensa y comunicaciones</category><category>Puesto de Trabajo y Categor&#xED;a Profesional</category><category>Funcionario</category><category>Interino</category><category>Personal de Universidad</category><category>Laboral</category><media:content xmlns:media="media" url="https://www.csif.es/uploads/articulo/imagenPrincipal/65c73e7be473d.png" type="image/png" medium="image"><media:credit/><media:title>Baleares - Universidades Image</media:title><media:text/><media:description/></media:content><content:encoded xmlns:content="content">&lt;p&gt;&lt;strong&gt;Sobre el RD de Acreditaci&#xF3;n&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Seg&#xFA;n nos informa el Secretario General de Universidades, el nuevo RD de acreditaci&#xF3;n cuenta ya con la autorizaci&#xF3;n previa de Hacienda y est&#xE1; a la espera del informe del Consejo de Estado.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Parece tambi&#xE9;n que los rectores han dado el visto bueno si se quita el anexo del listado de &#xE1;mbitos de conocimiento que se pospondr&#xED;a un a&#xF1;o.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;El Ministerio de Universidades conf&#xED;a que pueda ser aprobado en el Consejo de Ministros del pr&#xF3;ximo 18 de julio.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&lt;strong&gt;Publicados el nuevo &#xED;ndice JCR e &#xED;ndices de SCOPUS (CiteScore, SJR, SNIP)&lt;/strong&gt;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Ya est&#xE1; disponible el nuevo &#xED;ndice JCR.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Os adjuntamos ficheros excel (csv) con el listado de todas las revistas que aparecen en dicho &#xED;ndice JCR as&#xED; como por separado en las bases de datos Science Citation Index Expanded (SCIE), Social Sciences Citation Index (SSCI), Arts &amp;amp; Humanities Citation Index (AHCI) y Emerging Sources Citation Index (ESCI), adem&#xE1;s de un fichero con los. Todos estos ficheros excel est&#xE1;n actualizados a fecha de hoy.&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Como gran novedad, este a&#xF1;o por primera vez las revistas indexadas en AHCI y ESCI reciben un factor de impacto aunque hasta la edici&#xF3;n de JCR del a&#xF1;o que viene no quedar&#xE1;n clasificadas por quartiles y percentiles.&amp;nbsp;Literalmente, se indica lo siguiente:&amp;nbsp;"&lt;strong&gt;Note&lt;/strong&gt;: While journals indexed in AHCI and ESCI are receiving a JIF for the first time in June 2023, they will not receive ranks, quartiles, or percentiles until the release of 2023 data in June 2024."&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;&#xD;
&#xD;
&lt;p&gt;Por otro lado, Scopus tambi&#xE9;n sac&#xF3; su nueva actualizaci&#xF3;n de sus &#xED;ndices (SJR y CiteScore) hace unas semanas. En este caso, como el fichero excel pesa unos 27MB, os enviamos un link desde el cu&#xE1;l pod&#xE9;is descargarlo:&amp;nbsp;&lt;a data-saferedirecturl="https://www.google.com/url?q=https://www.elsevier.com/?a%3D91122&amp;amp;source=gmail&amp;amp;ust=1688725796625000&amp;amp;usg=AOvVaw2Lnf-jRdk6q6YqwfMG0EVi" href="https://www.elsevier.com/?a=91122" target="_blank"&gt;https://www.&lt;wbr /&gt;elsevier.com/?a=91122&lt;/a&gt;&lt;/p&gt;&#xD;
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