Documentos de Trabajo del Departamento de Matemática y Ciencias
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Browsing Documentos de Trabajo del Departamento de Matemática y Ciencias by Author "Carando, Daniel"
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- ItemA Hahn-Banach Theorem for Integral Polynomials(1997-11) Carando, Daniel; Zalduendo, Ignacio
- ItemA Tailor-Made Nonparametric Density Estimate(2006-02) Carando, Daniel; Fraiman, Ricardo; Groisman, Pablo
- ItemCoherent Sequences of Polynomial Ideals on Banach Spaces(2006-08) Carando, Daniel; Dimant, Verónica; Muro, Santiago
- ItemExtendibility of Polynomials and Analytic Functions on lp(2000-03) Carando, Daniel
- ItemExtension of Polynomials and John’s Theorem for Symmetric Tensor Products(2005-06) Carando, Daniel; Dimant, Verónica
- ItemE’ and its relation with vector-valued functions on E(2002-10) Carando, Daniel; Lassalle, Silvia
- ItemIdeals of Multilinear Forms - a Limit Order Approach(2005-10) Carando, Daniel; Dimant, Verónica; Sevilla-Peris, Pablo
- ItemK-Bounded Polynomials(1997-09) Carando, Daniel; Dimant, Verónica; Duarte, Betina; Lassalle, Silvia
- ItemLimit Orders and multilinear Forms on lp Spaces(2004-03) Carando, Daniel; Dimant, Verónica; Sevilla-Peris, Pablo
- ItemLinearization of Functions(2001-12) Carando, Daniel; Zalduendo, Ignacio
- ItemMultilinear H older-type inequalities on Lorentz sequence spaces(2008-07) Carando, Daniel; Dimant, Verónica; Sevilla-Peris, PabloWe establish Hölder type inequalities for Lorentz sequence spaces and their duals. In order to achieve these and some related inequalities, we study diagonal multilinear forms in general sequence spaces, and obtain estimates for their norms. We also consider norms of multilinear forms in different Banach multilinear ideals.
- ItemOn Summability of Bilinear Operators(2001-11) Carando, Daniel; Dimant, Verónica
- ItemWhere do Homogeneous Polynomials Attain their Norm?(2000-03) Carando, Daniel; Zalduendo, Ignacio