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Mixed Impedance Boundary Value Problems for the Laplace-Beltrami Equation

Published Oct 28, 2020 in Paper

BMO-VMO results for fractional integrals in variable exponent Morrey spaces

Published Oct 28, 2020 in Paper

A class of Hausdorff-Berezin operators on the unit disc

Published Oct 28, 2020 in Paper

On Singular Operators in Vanishing Generalized Variable-Exponent Morrey Spaces and Applications to Bergman-Type Spaces

Published Oct 28, 2020 in Paper

Boundedness of the Bergman projection and some properties of Bergman type spaces

Published Oct 28, 2020 in Paper

Gluing action groupoids: Fredholm conditions and layer potentials

Published Oct 28, 2020 in Paper

Generalized sl(2) Gaudin algebra and corresponding Knizhnik-Zamolodchikov equation

Published Oct 28, 2020 in Paper

On the reduction of general Wiener-Hopf operators

Published Oct 28, 2020 in Paper

On the description of the space of Riesz potentials of functions in Banach spaces with certain a priori properties

Published Oct 28, 2020 in Paper

Grand Lebesgue sequence spaces

Published Oct 28, 2020 in Paper

Factorization of singular integral operators with a Carleman backward shift: the vector case

Published Oct 28, 2020 in Paper

Criteria for n(d)-normality of weighted singular integral operators with shifts and slowly oscillating data

Published Oct 28, 2020 in Paper

Semi-Fredholmness of weighted singular integral operators with shifts and slowly oscillating data

Published Oct 28, 2020 in Paper

Published Oct 28, 2020 in Paper

On grand and small Bergman spaces

Published Oct 28, 2020 in Paper

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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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