学者信息
已发表成果：
WOK 论文 7 篇;中文核心 1 篇;其它论文 1 篇;
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The Enhanced Period Map and Equivariant Deformation Quantizations of Nilpotent Orbits
ACTA MATHEMATICA SINICA-ENGLISH SERIES,1439-8516,2023-10-17.
Yu, Shi Lin
WOS:001082825800001 10.1007/s10114-023-2215-6
收录情况：SCIE -
Mackey analogy as deformation of D-modules
MATHEMATISCHE ANNALEN,0025-5831,2022-01.
Yu, Shilin
WOS:000740426900001 10.1007/s00208-021-02332-1
收录情况：SCIE -
The electrophysiological features of X-linked juvenile retinoschisis in a young male: a case report
JOURNAL OF INTERNATIONAL MEDICAL RESEARCH,0300-0605,2022-01.
Yan, Weiming; Wang, Yunpeng; Ye, Qian; Chen, Xiaohong; Chen, Yanjin; Jiang, Chuan; Chen, Meizhu
WOS:000740546500001 10.1177/03000605211039571
收录情况：SCIE -
EQUIVARIANT DEFORMATION QUANTIZATION AND COADJOINT ORBIT METHOD
DUKE MATHEMATICAL JOURNAL,0012-7094,2021-06-01.
Leung, Naichung Conan; Yu, Shilin
WOS:000658610000005 10.1215/00127094-2020-0066
收录情况：SCIE -
A geometric realisation of tempered representations restricted to maximal compact subgroups
MATHEMATISCHE ANNALEN,0025-5831,2020-10.
Hochs, Peter; Song, Yanli; Yu, Shilin
WOS:000533052000001 10.1007/s00208-020-02006-4
收录情况：SCIE -
A GEOMETRIC FORMULA FOR MULTIPLICITIES OF K-TYPES OF TEMPERED REPRESENTATIONS
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY,0002-9947,2019-12-15.
Hochs, P; Song, YL; Yu, SL
WOS:000514305000008 10.1090/tran/7857
收录情况：SCIE -
Todd class via homotopy perturbation theory
ADVANCES IN MATHEMATICS,0001-8708,2019-08-20.
Yu, SL
WOS:000477789300009 10.1016/j.aim.2019.06.003
收录情况：SCIE
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代数几何和表示论的一些新进展
厦门大学学报(自然科学版),0438-0479,2023-11-28.
刘文飞;余世霖
CSCD扩展库
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2021年全国中学生数学奥林匹克(决赛)试题与答卷情况分析
中等数学,1005-6416,2022-03-15.
艾颖华;郑志伟;肖梁;杨诗武;许地生;王彬;李晓龙;李明;刘守民;纪春岗;王新茂;何斯迈;姚一隽;王国祯;冀诸超;张思汇;白天衣;顾陈琳;熊斌;瞿振华;何忆捷;吴尉迟;张镭;李挺;薛江维;田昉暘;杨标桂;余世霖;付云皓