3 papers
math.PR2024
Uniform in Time Propagation of Chaos for Mean Field Particle System with Interacting Noise and Partially Dissipative Drifts
Xing Huang
In this paper, uniform in time quantitative propagation of chaos in -Wasserstein distance for mean field interacting particle system is derived, where the diffusion coefficien…
math.PR2024
Long Time $\W_0$-$\widetilde{\W}_1$ type Propagation of Chaos for Mean Field Interacting Particle System
Xing Huang, Fen-Fen Yang, Chenggui Yuan
In this paper, a general result on the long time $\W_0$-$\widetilde{\W}_1$ type propagation of chaos, propagation of chaos with regularization effect, for mean field interacting pa…
math.PR2023
Entropy-cost type Propagation of Chaos for Mean Field Particle System with Bounded Measurable Interaction
Xing Huang
In this paper, the quantitative entropy-cost type propagation of chaos for mean field interacting particle system is obtained, where the interaction is assumed to be bounded. More…