Existence and uniqueness of maximal strong solution of a 1D Blood flow in a network of vessels
Jean-Pierre Raymond (Institut de Mathématiques, Université Paul Sabatier, France)
Abstract: n this talk, we shall review some models used to describe bloodflows in the human brain. We shall give new existence, uniqueness and stabilityresults for some of those models, corresponding to systems of one-dimensionalpartial differential equations. We shall also prove a stability estimate undersuitable nonlinear Dirichlet boundary conditions.Joint work with D. Maity and A. Roy.
analysis of PDEsdynamical systemsfunctional analysisoptimization and controlspectral theory
Audience: general audience
Webinar on PDE and related areas
Series comments: The webinar is organised jointly from IIT-Kanpur, TIFR-CAM,Bangalore, IISER-Pune and IISER-Kolkata.
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| Organizers: | Prosenjit Roy*, Ujjwal Koley, Mousomi Bhakta, Shirshendu Chowdhury |
| *contact for this listing |