In this talk, via a vectorial measure of noncompactness involving a Volterra integral operator, we investigate the existence of mild solutions for the nonlocal problem governed by a semilinear integro-differential inclusion. We complete this presentation by showing an application to a biological model described by the partial differential equation of reaction-diffusion type involving a distributed time delay.

Semilinear integro-differential inclusions via vectorial measures of noncompactness

RUBBIONI, Paola;CARDINALI, Tiziana
2015

Abstract

In this talk, via a vectorial measure of noncompactness involving a Volterra integral operator, we investigate the existence of mild solutions for the nonlocal problem governed by a semilinear integro-differential inclusion. We complete this presentation by showing an application to a biological model described by the partial differential equation of reaction-diffusion type involving a distributed time delay.
2015
978-606-17-0753-9
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11391/1352275
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