中文
Home
Scientific Research
Research Projects
Published Books
Patents
Paper Publications
Research Field
Teaching Research
Teaching Achievement
Teaching Information
Teaching Resources
Awards and Honours
Other Rewards
Academic Honor
Scientific Awards
Enrollment Information
Student Information
My Album
Blog
More
Rui SHI
+
Doctoral Degree
Hebei Normal University
Recommended Ph.D.Supervisor
Recommended MA Supervisor
Institutional Repository Personal Page
Personal Information
Gender:Male
E-Mail:ruishi@dlut.edu.cn
VIEW MORE
Home
>
Scientific Research
>
Paper Publications
Shen, Junhao, Rui SHI, Shi, Rui.Approximate equivalence of representations of AH algebras into semifinite von Neumann factors[J],Journal of Noncommutative Geometry,2024,18(4):1315-1348
2024-10-03
房军生, 蒋春澜, Rui SHI, 石瑞.II_1型因子相关的两个算子理论问题[J],中国科学. 数学,2023,53(12):1621-1630
2024-04-01
Wen, Shilin, fangjunsheng, Rui SHI.On irreducible operators in factor von Neumann algebras[J],LINEAR ALGEBRA AND ITS APPLICATIONS,2022,565:239-243
2022-10-10
Shen, Junhao, Rui SHI.SUM OF IRREDUCIBLE OPERATORS IN VON NEUMANN FACTORS[J],PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY,2022,148(7):2901-2908
2022-10-10
Rui SHI, 石瑞.A reduction theory for operators in type In von Neumann algebras.[J],Houston Journal of Mathematics,2014,40(4):1183-1224
2022-06-21
Rui SHI, 石瑞.On the uniqueness of the strongly irreducible decompositions of operators up to similarity.[J],Houston Journal of Mathematics,2014,40(2):447-465
2022-06-21
Zhu, Zhangsheng, fangjunsheng, Rui SHI, 房军生, 石瑞.On a class of operators in the hyperfinite II1 factor.[J],Mathematica Scandinavica,2017,120(2):249-271
2022-06-21
Hadwin, Don, Rui SHI, 石瑞.A note on representations of commutative C∗-algebras in semifinite von Neumann algebras.[J],OPERATORS AND MATRICES,2018,12(4):1129-1144
2022-06-21
Rui SHI, 石瑞.On a generalization of the Jordan canonical form theorem on separable Hilbert spaces.[J],Proceedings of the American Mathematical Society,2012,140(5):1593-1604
2022-06-21
Rui SHI.Normed Ideal Perturbation of Irreducible Operators in Semifinite Von Neumann Factors[J],Integral Equations and Operator Theory,2021,93(3):Article number: 34
2021-07-05
total26 1/3
first
previous
next
last
Page