*Rings and Algebras*

####
*Wee Liang Gan*
UC Riverside
*Liping Li*
Hunan Normal University
*Changchang Xi*
Capital Normal University

####
Representation Theory
Rings and Algebras
mathscidoc:1711.30001

####
*Wenxi Li*
Department of Mathematics and Physics, Anhui University of Technology
*Jianlong Chen*
Department of Mathematics, Southeast University
*Liang Shen*
Department of Mathematics, Southeast University

####
Rings and Algebras
mathscidoc:1612.31002

####
*Herbert R. Stahl*
Beuth Hochschule/FB II, Luxemburger Str. 10, Berlin, Germany

####
Rings and Algebras
mathscidoc:1701.31001

####
*Liping Li*

####
K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1702.20001

####
*Nguyen Thu Hang*
Thai Nguyen University
*Tran Nam Trung*
VAST

####
Rings and Algebras
mathscidoc:1803.43010

####
*Wee Liang Gan*
UC Riverside
*Liping Li*
Hunan Normal University

####
K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1711.20001

####
*Jang Hyun Jo*
Sogang University

####
Complex Variables and Complex Analysis
Rings and Algebras
mathscidoc:1803.43013

####
*Hiroki Matui*
Graduate School of Science, Chiba University
*Yasuhiko Sato*
Graduate School of Science, Kyoto University

####
Quantum Algebra
Rings and Algebras
Spectral Theory and Operator Algebra
mathscidoc:1701.29003

####
*Liping Li*

####
Representation Theory
Rings and Algebras
mathscidoc:1702.30012

####
*Liping Li*
*Nina Yu*

####
K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1702.02010

####
*Przemysław Ohrysko*
Institute of Mathematics, Polish Academy of Sciences
*Michał Wojciechowski*
Institute of Mathematics, Polish Academy of Sciences
*Colin C. Graham*
Department of Mathematics, University of British Columbia

####
Representation Theory
Rings and Algebras
mathscidoc:1701.30003

####
*Bob Oliver*
Université Paris 13, Sorbonne Paris Cité, LAGA, UMR 7539 du CNRS, 99, Av. J-B Clément, Villetaneuse, France

####
K-Theory and Homology
Rings and Algebras
mathscidoc:1701.20002

####
*Haijun Tan*
College of Mathematics and Information Science, Hebei Normal (Teachers) University
*Kaiming Zhao*
Department of Mathematics, Wilfrid Laurier University

####
Rings and Algebras
mathscidoc:1701.31005

####
*Peter J. Olver*
School of Mathematics, University of Minnesota
*Juha Pohjanpelto*
Department of Mathematics, Oregon State University

####
Mathematical Physics
Rings and Algebras
mathscidoc:1701.22004

####
*V. Barucci*
Dipartimento di Matematica, Sapienza - Università di Roma
*M. D’Anna*
Dipartimento di Matematica e Informatica, Università degli Studi di Catania
*F. Strazzanti*
Dipartimento di Matematica, Università di Pisa

####
Rings and Algebras
mathscidoc:1701.31002

####
*Liping Li*

####
K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1702.20003

####
*Liping Li*
Univ. Minnesota

####
Representation Theory
Rings and Algebras
mathscidoc:1702.30005

####
*Ali Jabbari*
Department of Mathematics, University of Kerman

####
Rings and Algebras
mathscidoc:1701.02003

####
*Bangming Deng*
Tsinghua University
*Shiquan Ruan*
Tsinghua University

####
Rings and Algebras
mathscidoc:1610.31001

####
*Zhuo Chen*
Tsinghua University
*Mathieu Stienon*
Pennsylvania State University
*Ping Xu*
Pennsylvania State University

####
Quantum Algebra
Rings and Algebras
mathscidoc:1803.29001

####
*Qiu Yu*
Chinese University of Hong Kong
*Yu Zhou*
Norwegian University of Science and Technology

####
Category Theory
Representation Theory
Rings and Algebras
mathscidoc:1906.04001

####
*Sanghoon Baek*
Department of Mathematical Sciences, Korea Advanced Institute of Science and Technology
*Alexander S. Merkurjev*
Department of Mathematics, University of California, Los Angeles

####
Quantum Algebra
Rings and Algebras
mathscidoc:1701.29002

####
*Rolf Källström*
Department of Mathematics, University of Gävle

####
Rings and Algebras
mathscidoc:1701.31004

####
*Liping Li*

####
K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1702.20002

####
*Liping Li*

####
Representation Theory
Rings and Algebras
mathscidoc:1702.30008