*K-Theory and Homology*

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*Simion Breaz*
Babeş-Bolyai University
*Jan Žemlička*
Charles University in Prague

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K-Theory and Homology
mathscidoc:1912.43002

####
*Paul F. Baum*
Pennsylvania State University, University Park, PA, U.S.A
*Erik van Erp*
Dartmouth College, 6188 Kemeny Hall, Hanover, NH, U.S.A

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K-Theory and Homology
mathscidoc:1701.20003

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*Liping Li*
Hunan Normal Univ.
*Nina Yu*
Xiamen Univ.

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K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1705.02001

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*Björn Selander*
Tomtebogatan 18, Stockholm, Sweden

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K-Theory and Homology
mathscidoc:1701.01012

####
*Wee Liang Gan*
*Liping Li*

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K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1702.02007

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*Wee Liang Gan*
*Liping Li*

####
K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1702.02009

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*Fabrizio Colombo*
Dipartimento di Matematica, Politecnico di Milano
*Irene Sabadini*
Dipartimento di Matematica, Politecnico di Milano
*Daniele C. Struppa*
Schmid College of Science, Chapman University
*Adrian Vajiac*
Schmid College of Science, Chapman University
*Mihaela B. Vajiac*
Schmid College of Science, Chapman University

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K-Theory and Homology
mathscidoc:1701.02002

####
*Jin Cao*
Yau Mathematical Sciences Center

####
K-Theory and Homology
Algebraic Topology and General Topology
mathscidoc:2204.20001

####
*Hao Li*
*Changlong Zhong*

####
K-Theory and Homology
mathscidoc:2205.20001

####
*Wee Liang Gan*
UC Riverside
*Liping Li*
Hunan Normal Univ.

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K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1705.20001

####
*Liping Li*

####
K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1702.02011

####
*Guillermo Cortiñas*
Departamento de Matemática, Universidad de Buenos Aires
*Andreas Thom*
Mathematisches Institut, Universität Leipzig

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K-Theory and Homology
mathscidoc:1701.01002

####
*Liping Li*
Hunan Normal University
*Eric Ramos*
U. Michigan

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K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1711.20002

####
*Björn Andreas*
Mathematisches Institut, Freie Universität Berlin
*Darío Sánchez Gómez*
Departamento de Matemáticas and Instituto Universitario de Física Fundamental y Matemáticas (IUFFyM), Universidad de Salamanca
*Fernando Sancho de Salas*
Departamento de Matemáticas and Instituto Universitario de Física Fundamental y Matemáticas (IUFFyM), Universidad de Salamanca

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K-Theory and Homology
mathscidoc:1701.01013

####
*Liping Li*
*Eric Ramos*

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Arithmetic Geometry and Commutative Algebra
K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1702.07001

####
*Wee Liang Gan*
*Liping Li*

####
Combinatorics
K-Theory and Homology
Representation Theory
Rings and Algebras
mathscidoc:1702.06003

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*Moharram Aghapournahr*
Department of Mathematics Faculty of Science, Arak University
*Leif Melkersson*
Department of Mathematics, Linköping University

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Category Theory
K-Theory and Homology
mathscidoc:1701.04003

####
*Kefeng Liu*
*Xiaonan Ma*
*Weiping Zhang*

####
K-Theory and Homology
mathscidoc:1912.43136

####
*Kefeng Liu*
*Xiaonan Ma*
*Weiping Zhang*

####
K-Theory and Homology
mathscidoc:1912.43073

####
*Liping Li*

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

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

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

####
*Dan Barbasch*
Department of Mathematics, Cornell University
*Dan Ciubotaru*
Department of Mathematics, University of Utah
*Peter E. Trapa*
Department of Mathematics, University of Utah

####
K-Theory and Homology
Representation Theory
mathscidoc:1701.20001

####
*Mohammed Abouzaid*
Columbia University
*Thomas Kragh*
Uppsala University

####
K-Theory and Homology
mathscidoc:1911.43021

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

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

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

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K-Theory and Homology
Rings and Algebras
mathscidoc:1701.20002