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Using Wolfram Mathematica in Spectral Theory, Proceedings of the 3rd International Conference on Numerical and Symbolic Computation Developments and Applications

Published Oct 28, 2020 in Master Thesis

Espaço de Fock e operadores de Fock-Toeplitz

Published Jun 18, 2012 in FA Master Thesis

Análise espectral em classes de operadores funcionais com deslocamento

Published Sep 04, 2009 in FA Master Thesis

Produtos cruzados C*. Aplicação a uma álgebra de operadores funcionais

Published Sep 04, 2009 in FA Master Thesis

Factorização de uma classe de símbolos oscilatórios e problemas de Riemann-Hilbert

Published Sep 04, 2009 in FA Master Thesis

Problemas de Riemann-Hilbert e polinómios ortogonais

Published May 02, 2007 in FA Master Thesis

Teorema de coroa e invertibilidade de operadores tipo convolução

Published May 02, 2007 in FA Master Thesis

Símbolos de invertibilidade em álgebras-PI geradas por idempotentes

Published May 02, 2005 in FA Master Thesis

Normalização da imagem de OWH em problemas de difracção no plano com descontinuidades

Published May 02, 2004 in FA Master Thesis

Problemas de Riemann-Hilbert com símbolos triangulares oscilatórios e factorização generalizada

Published May 02, 2004 in FA Master Thesis

Operadores de convolução de símbolo com lacuna espectral maior ou igual a 1 e aplicação ao caso de um trinómio

Published May 02, 2004 in FA Master Thesis

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About Ceafel

CEAFEL results from the merging of Center for Functional Analysis and Application (see archived site of CEAF ) and Center for Linear and Combinatorial Structures (see website CELC).

CEAFEL, is a research center devoted to fundamental research in the areas of Functional Analysis, Group Representation Theory, Matrix Theory and Linear Systems. Applications to Physics and Engineering of some of the previous topics are also research interests of the Center.

CEAFEL is a research unit of University of Lisbon based at Instituto Superior Técnico with a branch at Faculty of Sciences. The Center is organized into two groups: The Group for Functional Analysis and the Group for Linear, Algebraic and Combinatorial Structures.

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+ 351 218 417 084

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