Person: Fernández-Cabrera Marín, Luz María
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First Name
Luz María
Last Name
Fernández-Cabrera Marín
Affiliation
Universidad Complutense de Madrid
Faculty / Institute
Estudios estadísticos
Department
Análisis Matemático Matemática Aplicada
Area
Matemática Aplicada
Identifiers
5 results
Search Results
Now showing 1 - 5 of 5
Item On a paper of Edmunds and Opic on limiting interpolation of compact operators between L-p spaces(Mathematische Nachrichten, 2015) Cobos Díaz, Fernando; Fernández-Cabrera Marín, Luz María; Martínez, AntónWe show abstract versions for Banach couples of several limiting compact interpolation theorems established by Edmunds and Opic for couples of Lp spaces.Item On a paper of Edmunds and Opic on limiting interpolation of compact operators between Lp spaces(Mathematische Nachrichten, 2015) Cobos Díaz, Fernando; Fernández-Cabrera Marín, Luz María; Martínez, A.We show abstract versions for Banach couples of several limiting compact interpolation theorems established by Edmunds and Opic for couples of Lp spaces.Item On the Relationship between Interpolation of Banach Algebras and Interpolation of Bilinear Operators(Canadian Mathematical Bulletin, 2010) Cobos Díaz, Fernando; Fernández-Cabrera Marín, Luz MaríaWe show that if the general real method (. , .)(Gamma) preserves the Banach-algebra Structure, then a bilinear interpolation theorem holds for (. , .)(Gamma).Item Remarks on Entropy Numbers, Measure of Non-compactness and Interpolation(Advances in Mathematics, 2012) Cobos Díaz, Fernando; Fernández-Cabrera Marín, Luz MaríaWe review the interpolation properties of entropy numbers and the measure of non-compactness. We describe the classical results as well as several very recent results.Item Measure of non-compactness of operators interpolated by limiting real methods(Spectral theory, function spaces and inequalities. New techniques and recent trends., 2012) Cobos Díaz, Fernando; Fernández-Cabrera Marín, Luz María; Martínez, Antón; Brown, Malcolm, B.; Lang, Jan; Wood, Ian G.We establish formulae for the measure of non-compactness of operators interpolated by limiting methods that come up by the choice θ=0 and θ=1 in the definition of the real method.