杨义新
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个人信息Personal Information
教授
博士生导师
硕士生导师
性别：男
毕业院校：纽约州立大学奥尔巴尔分校
学位：博士
所在单位：数学科学学院
学科：基础数学
办公地点：数学楼516
电子邮箱：
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- [1]祖超.杨义新,卢玉峰.Hilbert-Schmidtness of Submodules in H~2(D~2) Containing theta(z)-phi(w)[J],Communications in Mathematical Research,2023,39(3):331-341
- [2].Shen, Jiming.杨义新.The complete Nevanlinna-Pick property for sub-Bergman Hilbert spaces[J],NEW YORK JOURNAL OF MATHEMATICS,2025,31:1482-1493
- [3]祖超.杨义新,卢玉峰.Hilbert-Schmidtness of Submodules in H2 (D2) Containing θ(z)− ϕ(w)[J],Communications in Mathematical Research,2023,39(3):331 - 341
- [4]祖超.杨义新,卢玉峰.Spectral Dynamics for the Infinite Dihedral Group and the Lamplighter Group[J],INDIANA UNIVERSITY MATHEMATICS JOURNAL,2024,73(3):883-910
- [5]申济铭.杨义新.THE COMPLETE NEVANLINNA-PICK PROPERTY FOR BEURLING TYPE QUOTIENT MODULES OVER THE BIDISK[J],OPERATORS AND MATRICES,2024,18(3):665-676
- [6]卢玉峰.杨义新,祖超.A geometric approach to the compressed shift operator on the Hardy space over the bidisk[J],JOURNAL OF FUNCTIONAL ANALYSIS,2023,285(7)
- [7]卢玉峰.祖超,杨义新.双圆盘Hardy空间上的子模[q(theta,phi)]的Hilbert-Schmidt性[J],中国科学. 数学,2023,53(12):1743-1750
- [8]张博.杨义新,卢玉峰.Products of Toeplitz Operators on the 2-Analytic Bergman Space[J],JOURNAL OF FUNCTION SPACES,2022,2021
- [9]Li, Yufei.杨义新,卢玉峰.Reducibility and unitary equivalence for a class of truncated Toeplitz operators on model spaces[J],New York Journal of Mathematics,2022,24:929-946
- [10]杨义新.On the commutator and Fredholmness of isometric pair[J],Operators and Matrices,2022