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Master's Dissertation
DOI
https://doi.org/10.11606/D.45.1995.tde-20210729-010236
Document
Author
Full name
Lúcia Satie Ikemoto Murakami
E-mail
Institute/School/College
Knowledge Area
Date of Defense
Published
São Paulo, 1995
Supervisor
Title in Portuguese
Algebras de bernstein: resultados recentes
Keywords in Portuguese
Anéis E Álgebras Não Associativos
Abstract in Portuguese
Introduzindo o conceito de indecomponibilidade em algebras baricas. Provamos um teorema do tipo krull-schmidt para essas algebras e exibimos classes de algebras nas quais o teorema e valido. Em especial, estudamos a classe das algebras de bernstein. Sao tratadas questoes sobre o nucleo da funcao peso de uma algebra de bernstein, como nilpotencia e relacoes com a algebra dada, no que se refere a indecomponibilidade. Alem disso, estudamos a algebra de multiplicacoes de uma algebra de bernstein, em busca de informacoes a respeito da estrutura da algebra subjacente
Title in English
not available
Abstract in English
not available
 
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Publishing Date
2021-07-29
 
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