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Classical Analysis and ODEs
[26]
Mean ergodic theorem for amenable discrete quantum groups and a Wiener-type theorem for compact metrizable groups.
Huichi Huang
Chongqing University
Classical Analysis and ODEs
Dynamical Systems
Functional Analysis
mathscidoc:1908.05001
Anal. PDE, 9, (4), 893-906, 2016
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We prove a mean ergodic theorem for amenable discrete quantum groups. As an application, we prove a Wiener type theorem for continuous measures on compact metrizable groups.
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[27]
A dispersive regularization for the modified Camassa-Holm equation
YU GAO
Lei Li
Jian-Guo Liu
Classical Analysis and ODEs
mathscidoc:1905.05010
SIAM J. Math Anal, 50, 2807-2838, 2018
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[28]
The modified Camassa-Holm equation in Lagrangian coordinates
Yu Gao
Jian-Guo Liu
Classical Analysis and ODEs
mathscidoc:1905.05009
Discrete Contin. Dyn. Syst. Ser. B, 23, (6), 2545–2592, 2018
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[ 2019-05-11 23:42:56 uploaded by
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[29]
Learning interacting particle systems: diffusion parameter estimation for aggregation equations
Hui Huang
Jian-Guo Liu
Jianfeng Lu
Classical Analysis and ODEs
mathscidoc:1905.05008
Mathematical Models and Methods in Applied Sciences, 29, (1), 1–29, 2019
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[ 2019-05-11 23:17:12 uploaded by
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[30]
Global convergence of sticky particle method for modified Camassa-Holm equation
YU GAO
Jian-Guo Liu
Classical Analysis and ODEs
mathscidoc:1905.05007
SIAM J. Math Anal, 49, 1267–1294, 2017
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[ 2019-05-11 23:09:23 uploaded by
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