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Doctoral Thesis
DOI
10.11606/T.55.2018.tde-11042018-084114
Document
Author
Full name
Joao Peres Vieira
Institute/School/College
Knowledge Area
Date of Defense
Published
São Carlos, 1995
Supervisor
Committee
Daccach, Janey Antonio (President)
Biasi, Carlos
Kiihl, Jose Carlos de Souza
Loibel, Gilberto Francisco
Silva, Mario Olivero Marques da
Title in Portuguese
ACOES DE GRUPOS FINITOS EM PRODUTO DE ESFERAS.
Keywords in Portuguese
Não disponível
Abstract in Portuguese
Se G = (Zrq), q primo, atua livremente em Sn1 x ...Snk é r ≥ k. Neste trabalho, apresentamos uma resposta à questão acima no caso do produto de três esferas Sn x Sm x Sp ou quatro esferas Sn x Sm x St a uma dada classe de "n", "m" e "p" ou "n", "m", "p" e "t", não necessitando que G atue trivialmente na homologia do produto de esferas.
Title in English
Not available
Keywords in English
Not available
Abstract in English
"Suppose that G = (Zrq), where g is a prime number, acts freely on M = Sn1 x ... Snk". Question: Is r ≥ k? In this work we do not require that the action of G on the homology groups of M is trivial and we give an answer to the question for M = Sn x Sm x Sp or M = Sn x Sm x Sp x St , under certain hypothesis on "n", "m" and "p" or on "n", "m", "p" and "t".
 
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JoaoPeresVieira.pdf (78.10 Mbytes)
Publishing Date
2018-04-11
 
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