Art

J-GLOBAL ID：201902251617571569   Reference number：19A1057416

On Representation-Finite Gendo-Symmetric Biserial Algebras

表現-有限Gendo-対称Biserial代数について【JST・京大機械翻訳】

Author (2)： Chan Aaron (Graduate School of Mathematics, Nagoya University, Nagoya, Japan) ,  Marczinzik Rene (Institute of Algebra and Number Theory, University of Stuttgart, Stuttgart, Germany)
Material： Algebras and Representation Theory
Volume： 22  Issue： 1  Page： 141-176  Publication year： 2019 
JST Material Number： W4018A  ISSN： 1386-923X  Document type： Article
Article type： 原著論文  Country of issue： Germany, Federal Republic of (DEU)  Language： ENGLISH (EN)

Abstract/Point： Gendo-symmetric algebras were ...

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Thesaurus term： *algebra ,  heredity ,  *symmetry ,  equivalency
Semi thesaurus term： 名古屋市 , 【Automatic Indexing@JST】

Author keywords (7)： Representation theory of finite dimensional algebras ,  Gorenstein dimension ,  Gendo-symmetric algebra ,  Nakayama algebras ,  Almost ν-stable derived equivalence ,  Brauer tree algebras ,  Dominant dimension

JST classification (3)： General theory of relativity and theory of gravity  (BA07030F) ,  Electromagnetic and unified gauge fields  (BF02020A) ,  Mathematical physics  (BA03000W)

Terms in the title (3)： 表現 ,  対称 ,  代数