GERMES FINITAMENTE DETERMINADOS E SÍMBOLO DE BOARDMAN

Tadini, Wilson Mauricio

doi:10.11606/D.55.1976.tde-04072022-203920

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Master's Dissertation

DOI

https://doi.org/10.11606/D.55.1976.tde-04072022-203920

Document

Master's Dissertation

Author

Tadini, Wilson Mauricio (Catálogo USP)

Full name

Wilson Mauricio Tadini

Institute/School/College

Instituto de Ciências Matemáticas e de Computação

Knowledge Area

Mathematics

Date of Defense

1976-09-08

Published

São Carlos, 1976

Supervisor

Loibel, Gilberto Francisco (Catálogo USP)

Committee

Loibel, Gilberto Francisco (President)
Favaro, Luiz Antonio
Linhares, Odelar Leite

Title in Portuguese

GERMES FINITAMENTE DETERMINADOS E SÍMBOLO DE BOARDMAN

Keywords in Portuguese

Não disponível

Abstract in Portuguese

Não disponível

Title in English

Not available

Keywords in English

Not available

Abstract in English

In this work we propose to relate the k-determinance of f: Rⁿ, 0 → R^p, 0, relatively to R, L, A, C and K, i) the rank of f and the dimensions n and p, ii) the Boardman' Simbols. Chapters II and III are deal with the case i. Some general theorems are proved and deeper results are given for small values of n and p. The case ii was worked out in the chapter IV. Necessary and sufficient conditions for finite Boardman' Simbols are given. Also we relate the degree of finite determinance with the lenght of the Boardman' Simbols.

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WilsonMauricioTadini_ME_1976.pdf (1.97 Mbytes)

Publishing Date

2022-07-04

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