Boundary Value Problems in Linear Transport - Boulanouar, Mohamed
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This book is devoted to the N-dimensional transport equation and its applications to Populations Dynamics. We firstly define the general boundary conditions by relating the output individual flux to the input one by an abstract linear relation. Next, we prove that the associated initial value problem is well-posed in the sense of the semigroup theory. We end this book by two interesting applications. The first one is biological and deals with growth cellular. The second one is physical and deals with the transport equation on slab.

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Produktbeschreibung
This book is devoted to the N-dimensional transport equation and its applications to Populations Dynamics. We firstly define the general boundary conditions by relating the output individual flux to the input one by an abstract linear relation. Next, we prove that the associated initial value problem is well-posed in the sense of the semigroup theory. We end this book by two interesting applications. The first one is biological and deals with growth cellular. The second one is physical and deals with the transport equation on slab.
Autorenporträt
Mohamed Boulanouar est un chercheur en mathématiques appliquées et particulièrement en EDP. Outre sa grande contribution à l¿étude de l¿équation de transport, il a travaillé dans la dynamique des populations cellulaires et a présenté ses propres modèles mathématiques qui ont fait l¿objet des travaux d¿autres chercheurs.