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Toeplitz operators with analytic symbols and corona problems

Published Mar 04, 2011 in FA PhD Thesis

Hypersingular integrals and potential type operators in variable Lebesgue spaces

Published Oct 28, 2010 in FA PhD Thesis

Factorização de algumas classes de funções matriciais e suas aplicações

Published Sep 03, 2009 in FA PhD Thesis

Quantum integrable systems with Jordanian twist

Published May 19, 2007 in FA PhD Thesis

Operadores de tipo convolução com símbolos matriciais fracamente oscilantes e semi-quase periódicos

Published May 02, 2007 in FA PhD Thesis

Convolution type operators on cones and asymptotic spectral theory

Published May 02, 2007 in FA PhD Thesis

Algebras of Bergman type operators with piecewise continuos coeffcients

Published May 02, 2007 in FA PhD Thesis

On a class of oscillatory Riemann-Hilbert problems with triangular symbols

Published May 02, 2007 in FA PhD Thesis

Factorização generalizada de uma classe de símbolos triangulares quase-periódicos

Published May 02, 2007 in FA PhD Thesis

Sobre o núcleo de operadores integrais singulares com deslocamento não Carlemaneano

Published May 02, 2007 in FA PhD Thesis

Álgebras C* de operadores com deslocamentos e coeficientes oscilantes

Published May 02, 2006 in FA PhD Thesis

Equações Integrais de Sonine

Published May 02, 2006 in FA PhD 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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Av. Rovisco Pais
1049-001 Lisboa
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+ 351 218 417 084

+ 351 218 417 211

epereira@math.ist.utl.pt

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