Superderivações e superhomomorfismos de Jordan e identidades funcionais

Superderivações e superhomomorfismos de Jordan e identidades funcionais

O objetivo desta dissertação é apresentar a generalização de alguns resultados, válidos para anéis, para o contexto de superálgebras. Em 1957, I. N. Herstein provou que toda derivação de Jordan em um anel primo de característica diferente de 2 é uma derivação. Em 1988, M. Bresar demonstrou que este...

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Bibliographic Details
Main Author:	Silva, Willian Ribeiro Valencia da
Other Authors:	Rodrigues, Rodrigo Lucas
Format:	Others
Language:	pt
Published:	Biblioteca Digitais de Teses e Dissertações da USP 2015
Subjects:	Functional identities Identidades funcionais Superalgebras Superálgebras Superderivações Superderivations Superhomomorfismos Superhomomorphisms
Online Access:	http://www.teses.usp.br/teses/disponiveis/45/45131/tde-28082015-193550/

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