Conferencia: Bidual octahedral renormings and strong regularity in Banach spaces.

Dom, 19/05/2019 - 21:26
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25/04/2019
Patio del Hospital Real con fuente en el centro y puerta al fondo, a modo de ráfaga, una persona está pasando por la puerta

Anunciamos una nueva charla del Seminario de Jóvenes Investigadores en Matemáticas, la cual se realizará el próximo martes 30 de abril a las 12:30 en el seminario de la primera planta del ieMath-Gr. A continuación adjuntamos información sobre la misma:

- Título: Bidual octahedral renormings and strong regularity in Banach spaces.

- Conferenciante: Johann Langemets.

- Abstract: We prove that every separable Banach space containing $\ell_1$ can be equivalently renormed so that its bidual space is octahedral, which answers, in the separable case, a question by Godefroy from 1989. As a direct consequence, we obtain that every dual Banach space, with a separable predual, failing to be strongly regular can be equivalently renormed with a dual norm to satisfy the strong diameter two property. The talk is based on a joint work with Prof. Ginés López.

Esperamos vuestra asistencia.