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On the coercivity condition in the learning of interacting particle
  systems
v1v2 (latest)

On the coercivity condition in the learning of interacting particle systems

20 November 2020
Zhongyan Li
Fei Lu
ArXiv (abs)PDFHTML

Papers citing "On the coercivity condition in the learning of interacting particle systems"

4 / 4 papers shown
Title
Probabilistic cellular automata with local transition matrices:
  synchronization, ergodicity, and inference
Probabilistic cellular automata with local transition matrices: synchronization, ergodicity, and inference
Erhan Bayraktar
Fei Lu
Mauro Maggioni
Ruoyu Wu
Sichen Yang
47
0
0
05 May 2024
The LAN property for McKean-Vlasov models in a mean-field regime
The LAN property for McKean-Vlasov models in a mean-field regime
Laetitia Della Maestra
M. Hoffmann
65
22
0
12 May 2022
Identifiability of interaction kernels in mean-field equations of
  interacting particles
Identifiability of interaction kernels in mean-field equations of interacting particles
Quanjun Lang
Fei Lu
89
15
0
10 Jun 2021
Learning interaction kernels in stochastic systems of interacting
  particles from multiple trajectories
Learning interaction kernels in stochastic systems of interacting particles from multiple trajectories
Fei Lu
Mauro Maggioni
Sui Tang
77
45
0
30 Jul 2020
1