南京信息工程大学主页平台管理系统 gechuanfang--Home-- KAM Tori for Completely Resonant Hamiltonian Derivative Beam Equations on $\T^2$

葛传芳

Associate professor
Supervisor of Master's Candidates

Gender:Female
Alma Mater:南京大学
Education Level:With Certificate of Graduation for Doctorate Study
Degree:Doctoral Degree in Science
Status:在岗
School/Department:数学与统计学院（公共数学教学部）
Business Address:藕舫楼706
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KAM Tori for Completely Resonant Hamiltonian Derivative Beam Equations on $\T^2$

Hits: Praise

Journal:Journal of dynamics and differential equations (2020).

Indexed by:Journal paper

Discipline:Natural Science

First-Level Discipline:Mathematics

Translation or Not:no

Included Journals:SCI

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