| Abstract: |
| This talk is based on a joint work with Shohei Kohatsu (Tokyo University of Science).
We consider radial solutions to lux-limited Keller-Segel systems with a parameter.
If the parameter is bigger than the threshold, the system has blow-up solutions. If the parameter is less than the threshold, the system does not have blow-up solutions. Then, the parameter is closely related to properties of solutions.
In this talk, we consider the relation between the parameter and properties of radial steady states. |
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