IMPORTANTE: La persona interesada debe enviar el Curriculum Vitae, la titulación y el informe de vida laboral OBLIGATORIAMENTE a través de la aplicación web del CNIC, que puede encontrar en el siguiente enlace:
https://www.cnic.es/es/convocatoria/investigadora-postdoctoral-para-grupo-proteomica-cardiovascular-1
Las solicitudes que no se envíen a través de la página del CNIC no podrán ser valoradas
El Centro Nacional de Investigaciones Cardiovasculares Carlos III (F.S.P.) (CNIC) ha sido concebido para desarrollar una investigación de excelencia, competitiva y de relevancia internacional en relación con las enfermedades cardiovasculares. El CNIC cuenta con un centro de investigación de 24.000 m2, ubicado en Madrid, con más de 6.000 m2 para laboratorios dotado de una infraestructura y un equipamiento de última generación.
Funciones:
El investigador/a postdoctoral contratado/a realizará un estudio funcional dentro del marco del proyecto de investigación titulado “Therapeutic targets and biomarkers from precision medicine in metabolic dysfunction-associated fatty liver disease (MAFLD) (PreMed)” con referencia PMP21/00057, financiado por el Instituto de Salud Carlos III (ISCIII) e Investigador Principal Jesús M Vázquez Cobos.
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)
Estas funciones se concretan en:
- Estudios funcionales en cultivos celulares
- Estudios metabólicos en ratón
- Gestionar las colonias de animales de experimentación.
- Realizar cirugías como trasplantes de grasa, xenografts o perfusiones y diversas pruebas metabólicas en ratones (test de insulina, de glucosa, etc.).
- Analizar muestras por western blot, multiplexing (Luminex) y citometría de flujo.
- Formar a los nuevos estudiantes y otro personal que se incorpore al grupo.
Requerimientos imprescindibles:
- Título de doctorado en el área de Ciencias de la Vida.
- La persona candidata deberá contar con más de 8 años de experiencia en centros de investigación.
- Al menos 10 publicaciones en revistas científicas peer-review, independientemente de la posición que ocupe.
Requerimientos valorables:
- C1. Experiencia en gestión de colonias de animales de experimentación.
- C2. Experiencia en la realización de cirugías como trasplantes de grasa, xenografts o perfusiones.
- C3. Experiencia en la realización de pruebas metabólicas en ratones (test de insulina, de glucosa, etc.), cajas metabólicas, medición de temperatura.
- C4. Experiencia en cultivos primarios de adipocitos, hepatocitos y neuronas.
- C5. Experiencia en metabolismo de ácidos biliares.
- C6. Capacidad de Liderazgo.
- C7. Experiencia en el análisis de muestras por western blot, multiplexing (Luminex) y citometría de flujo.
- C8. Capacidad de formar a los nuevos/as estudiantes y otro personal que se incorpore al grupo.
- C9. Entrevista.
Se ofrece:
- Incorporación a un Centro de Investigación de relevancia internacional en el ámbito científico.
- Acceso a una infraestructura con la tecnología más avanzada.
- Integración en equipos jóvenes en un ambiente de excelencia científica.
- Incorporación inmediata.
- Contrato de duración determinada de 1 año de duración, de acuerdo con la Disposición Adicional 5ª del Real Decreto-ley 32/2021, de 28 de diciembre, de medidas urgentes para la reforma laboral, la garantía de la estabilidad en el empleo y la transformación del mercado de trabajo, para la ejecución de programas de carácter temporal cuya financiación provenga de fondos de la Unión Europea, con cargo al proyecto titulado “Therapeutic targets and biomarkers from precision medicine in metabolic dysfunction-associated fatty liver disease (MAFLD) (PreMed)” con referencia PMP21/00057, cuyo Investigador Principal es Jesús M Vázquez Cobos, financiado por el Instituto de Salud Carlos III (ISCIII) y por la Unión Europea NextGenerationEU/ PRTR, siempre que la persona seleccionada cumpla los requisitos legales para la formalización del contrato con arreglo a derecho..
Plan de selección:
La RESOLUCIÓN DE LA SECRETARÍA DE ESTADO DE FUNCIÓN PÚBLICA POR LA QUE SE APRUEBAN LOS CRITERIOS DE ACTUACION COMUNES EN LOS PROCESOS SELECTIVOS DE LAS ENTIDADES DEL SECTOR PÚBLICO ESTATAL de 11 de abril de 2022, establece en el punto 6.1 que “Salvo que una normativa específica prevea el sistema selectivo de concurso, el sistema selectivo será el de concurso-oposición”
En el caso de CNIC la normativa específica aprobada por el patronato de la Fundación establece un sistema selectivo de concurso con fase de entrevista.
Se realizará una entrevista personal al menos a las 3 candidaturas que obtengan la mayor puntuación, siempre que alcancen el total de 65 puntos en la suma de los criterios evaluables (C1 – C8). Se contratará a la persona candidata con puntuación más alta, siempre que alcance los 80 puntos (C1-C9).
Composición de la Comisión de Selección:
- Jefe del grupo “Proteómica Cardiovascular”
- Mánager de la Oficina de Investigación
- Mánager de la Oficina de Investigación
- Miembro de RRHH
El CNIC garantiza, en su ámbito de actuación, el principio de igualdad en el acceso al empleo, no pudiendo establecer discriminación alguna, directa o indirecta, basada en motivos de origen, incluido el racial o étnico, sexo, edad, estado civil, religión o convicciones, opinión política, orientación e identidad sexual, expresión de género, características sexuales, afiliación sindical, condición social, lengua dentro del Estado y discapacidad, siempre que los trabajadores se hallasen en condiciones de aptitud para desempeñar el trabajo o empleo de que se trate.
Con la participación en el proceso de selección, la persona participante acepta que sus datos figuren en las resoluciones públicas del proceso de selección. Tales resoluciones (relación provisional de admitidos y excluidos, relación definitiva de admitidos y excluidos y resolución del proceso) se publican en la web del CNIC.
Criterios de puntuación:
C1 - Experiencia en gestión de colonias de animales de experimentación (se valorará en su conjunto atendiendo a la relación tiempo/especialidad) - 20%
C2 - Experiencia en la realización de cirugías como trasplantes de grasa, xenografts o perfusiones (se valorará en su conjunto atendiendo a la relación tiempo/especialidad) - 15%
C3 - Experiencia en la realización de pruebas metabólicas en ratones (test de insulina, de glucosa, etc.), cajas metabólicas, medición de temperatura (se valorará en su conjunto atendiendo a la relación tiempo/especialidad) - 20%
C4 - Experiencia en cultivos primarios de adipocitos, hepatocitos y neuronas (se valorará en su conjunto atendiendo a la relación tiempo/especialidad) - 5%
C5 - Experiencia en metabolismo de ácidos biliares (se valorará en su conjunto atendiendo a la relación tiempo/especialidad) - 5%
C6 - Capacidad de Liderazgo (se valorará la contribución como autor de correspondencia en artículos científicos y adquisición de becas y premios) - 5%
C7 - Experiencia en el análisis de muestras por western blot, multiplexing (Luminex) y citometría de flujo (se valorará en su conjunto atendiendo a la relación tiempo/especialidad) - 5%
C8 - Capacidad de formar a los nuevos/as estudiantes y otro personal que se incorpore al grupo (se valorará por número de estudiantes dirigidos en TFM, TFG y estudiantes FP así como tesis bajo su dirección) - 5%
C9 - Entrevista - 20%
"En caso de ausencia de alguno de los evaluadores se nombrará un evaluador alternativo de la misma área"
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