Combinatorial Burnside groups

Yuri Tschinkel; Kaiqi Yang; Zhijia Zhang

doi:10.1007/s40993-022-00333-w

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Journal article

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Combinatorial Burnside groups

Yuri Tschinkel, Kaiqi Yang and Zhijia Zhang

Research in number theory, Vol.8(2), 33

2022-06

DOI: https://doi.org/10.1007/s40993-022-00333-w

Abstract

Mathematics

Mathematics and Statistics

Number Theory

We study the structure of combinatorial Burnside groups, which receive equivariant birational invariants of actions of finite groups on algebraic varieties.

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Title: Combinatorial Burnside groups
Creators: Yuri Tschinkel - Courant Institute of Mathematical Sciences
Kaiqi Yang - Courant Institute of Mathematical Sciences
Zhijia Zhang - Courant Institute of Mathematical Sciences
Publication Details: Research in number theory, Vol.8(2), 33
Publisher: Springer International Publishing
Grant note: NSF: 2000099 Division Of Mathematical Sciences; Direct For Mathematical & Physical Scien: 2000099
We are very grateful to A. Kresch for his interest, and to the referees for detailed and helpful remarks. The first author was partially supported by NSF Grant 2000099.
Academic Unit: A&S - Mathematics; College of A&S
Language: English
Resource Type: Journal article
Record Identifier: 991032796325102976