Basic Information

Dr. MA Yue (马跃/馬躍)

 

School of Mathematics and Statistics, Xi'an Jiaotong University

Research Fields

Mathematical General Relativity, Hyperbolic PDEs, and so on.

Contact Information

yuemath@xjtu.edu.cn

Lecture Course

Republication

No entries were found.
Republication Author Republication date Publisher
微分几何入门 马跃、张正策 2023-08-01 西安交通大学出版社
The Global Nonlinear stability of Minkowski Space for Self-Gravitating Massive field P. LeFloch and Y. Ma 2018-12-31 World Scientific
The mathematical validity of the f(R) theory of modified gravity P. LeFloch and Y. Ma 2017-12-31 Mémoires de la SMF
一个定理的诞生 原著:C. Villani 翻译:马跃,杨苑艺 2016-01-01 人民邮电出版社
The hyperboloidal foliation method P. LeFloch, Y. Ma 2015-01-01 World Scientific

Paper

No entries were found.
Paper Name Author Publication/Completion Time Magazine Name
Global behavior of small data solutions for the 2D Dirac–Klein-Gordon system Shijie Dong; Kuijie Li, Yue Ma; Xu Yuan 2024-01-01 Transactions of the American Mathematical Society
Asymptotic behavior of 2D wave–Klein-Gordon coupled system under null condition Shijie Dong; Yue Ma; Xu Yuan 2023-07-31 Bulletin des Sciences Mathématiques
Global Existence and Scattering of the Klein–Gordon–Zakharov System in Two Space Dimensions Shijie Dong; Yue Ma 2023-05-02 Peking Mathematical Journal
Global solutions of wave-Klein-Gordon systems in (2+1)- dimensional space-time with strong couplings in divergence form S. Duan, Y. Ma 2022-03-01 SIAM J. MATH. ANAL.
Global solutions of nonlinear wave-Klein-Gordon system in two spatial dimensions: A prototype of strong coupling case Yue Ma 2021-04-06 Journal of Differential Equations
Global solutions of quasilinear wave-Klein-Gordon system in two space dimension: technical tools Y. Ma 2017-06-30 J. Hyperbol. Differ. Eq.
Global solutions of quasilinear wave-Klein-Gordon system in two space dimension: completion of the proof Y. Ma 2017-06-30 J. Hyperbol. Differ. Eq
The nonlinear stability of Minkowski space for self-gravitating massive field. The wave-Klein-Gordon mode P. LeFloch, Y. Ma 2015-04-15 Commun. Math. Phys.

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