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Exponential ergodicity for general continuous-state nonlinear branching processes

2019-09-02 14:30

报告人: 王健

报告人单位: 福建师范大学

时间: 2019-09-02 14:30-15:30

地点: 卫津路校区6号楼111教

开始时间: 14:30

报告人简介: 教授

年: 2019

日月: 09.02

By using the coupling technique, we present sufficient conditions for the exponential ergodicity of general continuous-state nonlinear branching processes in both the $L^1$-Wasserstein distance and the total variation norm, where the drift term is dissipative only for large distance, and either diffusion noise or jump noise is allowed to be vanished. Sufficient conditions for the corresponding strong ergodicity are also established.

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