ACTUALIDAD

Seminarios sobre Cerebro y Conducta

Publicado por Francisco Molina Rueda

Los seminarios sobre cerebro y conducta continúan su andadura en la Facultad de Ciencias de la Salud

 

Se trata de una actividad reconocida con 1.6 créditos ECTS (0.2 cada seminario) y dirigida a los estudiantes de Grado y de Posgrado de la Facultad de Ciencias de la Salud.

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

Los seminarios abordan temas de actualidad relacionados con la neurociencia y la neuropsicología. El quinto y próximo seminario se titula “Neuroimagen de la actividad glial en el paciente con dolor crónico”. Este será impartido el 8 de noviembre por D. Ángel Torrado Carvajal, investigador del Medical Image Analysis and Biometry Laboratory (LAIMBIO) de la URJC y del Athinoula A. Martinos Center for Biomedical Imaging of the Massachusetts General Hospital.

Las personas interesadas en asistir pueden formalizar su inscripción en el siguiente enlace: https://docs.google.com/forms/d/e/1FAIpQLScAiTz8vnlh1aeuLQMeYgkOf_ZuOmcwJZiCovI0w3v-XqwsJA/viewform?vc=0&c=0&w=1

Modificado por última vez el Lunes 04 de Noviembre de 2019 a las 00:44