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http://dbpedia.org/ontology/abstract Keti Tenenblat (Esmirna, Turquia, 27 de noKeti Tenenblat (Esmirna, Turquia, 27 de novembro de 1944) é uma matemática turca-brasileira, que trabalha em geometria riemaniana, aplicações de geometria diferencial a equações diferenciais parciais, e . Obteve um doutorado no Instituto Nacional de Matemática Pura e Aplicada (IMPA) em 1972, orientada por Manfredo do Carmo. É recipiente da Ordem Nacional do Mérito Científico em matemática, professora emérita na Universidade de Brasília, e foi presidente da Sociedade Brasileira de Matemática em 1989–1991. É autora dos livros Introdução à geometria diferencial (1988) e Transformações de superfícies e aplicações (1981).mações de superfícies e aplicações (1981). , Keti Tenenblat (born 27 November 1944 in IKeti Tenenblat (born 27 November 1944 in Izmir, Turkey) is a Turkish-Brazilian mathematician working on Riemannian geometry, the applications of differential geometry to partial differential equations, and Finsler geometry. Together with Chuu-Lian Terng, she generalized Backlund theorem to higher dimensions.zed Backlund theorem to higher dimensions.
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rdfs:comment Keti Tenenblat (born 27 November 1944 in IKeti Tenenblat (born 27 November 1944 in Izmir, Turkey) is a Turkish-Brazilian mathematician working on Riemannian geometry, the applications of differential geometry to partial differential equations, and Finsler geometry. Together with Chuu-Lian Terng, she generalized Backlund theorem to higher dimensions.zed Backlund theorem to higher dimensions. , Keti Tenenblat (Esmirna, Turquia, 27 de noKeti Tenenblat (Esmirna, Turquia, 27 de novembro de 1944) é uma matemática turca-brasileira, que trabalha em geometria riemaniana, aplicações de geometria diferencial a equações diferenciais parciais, e . Obteve um doutorado no Instituto Nacional de Matemática Pura e Aplicada (IMPA) em 1972, orientada por Manfredo do Carmo. É recipiente da Ordem Nacional do Mérito Científico em matemática, professora emérita na Universidade de Brasília, e foi presidente da Sociedade Brasileira de Matemática em 1989–1991.ade Brasileira de Matemática em 1989–1991.
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