| Abstract: |
| This talk deals with a chemotaxis system for tumor angiogenesis. In a simplified system with constant sensitivity, global existence and boundedness were proved by Tao and Winkler (Nonlinear Analysis; 2021;112324;16 pp). However, a non-simplified system with signal-dependent sensitivities seems not to have been studied yet. The purpose of this talk is to establish global existence and boundedness in a fully parabolic chemotaxis system for tumor angiogenesis with sensitivity functions. |
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