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TÍTULO: Factorization of Singular Integral Operators with a Carleman Backward Shift: The Vector Case
AUTORES: Lebre, AB; Rodríguez, JS;
PUBLICAÇÃO: 2018, FONTE: Operator Theory: Advances and Applications, VOLUME: 267
INDEXADO EM: Scopus
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TÍTULO: PROOF AND CREATIVITY IN A GEOMETRICAL PROBLEM FROM A REGIONAL MATHEMATICAL OLYMPIAD
AUTORES: Juan Rodriguez; Nelia Amado; Susana Carreira; Silvia Reis;
PUBLICAÇÃO: 2014, FONTE: Problem at Web International Conference - Technology, Creativity and Affect in Mathematical Problem Solving in PROCEEDINGS OF THE PROBLEM@WEB INTERNATIONAL CONFERENCE: TECHNOLOGY, CREATIVITY AND AFFECT IN MATHEMATICAL PROBLEM SOLVING
INDEXADO EM: WOS
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TÍTULO: Factorization of singular integral operators with a Carleman backward shift: The case of bounded measurable coefficients  Full Text
AUTORES: Kravchenko, VG ; Lebre, AB ; Rodriguez, JS;
PUBLICAÇÃO: 2009, FONTE: JOURNAL D ANALYSE MATHEMATIQUE, VOLUME: 107, NÚMERO: 1
INDEXADO EM: Scopus WOS CrossRef
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TÍTULO: Matrix Functions Consimilar to the Identity and Singular Integral Operators  Full Text
AUTORES: Viktor G Kravchenko ; Amarino B Lebre ; Juan S Rodriguez;
PUBLICAÇÃO: 2008, FONTE: COMPLEX ANALYSIS AND OPERATOR THEORY, VOLUME: 2, NÚMERO: 4
INDEXADO EM: Scopus WOS CrossRef
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TÍTULO: THE KERNEL OF SINGULAR INTEGRAL OPERATORS WITH A FINITE GROUP OF LINEAR-FRACTIONAL SHIFTS
AUTORES: Kravchenko, VG; Lebre, AB; Rodriguez, JS;
PUBLICAÇÃO: 2006, FONTE: 20th International Conference on Operator Theory in OPERATOR THEORY 20, PROCEEDINGS
INDEXADO EM: WOS
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TÍTULO: Factorization of Singular Integral Operators with a Carleman Shift via Factorization of Matrix Functions
AUTORES: Viktor G Kravchenko; Amarino Lebre; Juan Rodríguez;
PUBLICAÇÃO: 2003, FONTE: Singular Integral Operators, Factorization and Applications
INDEXADO EM: CrossRef