| 词条 | Keti Tenenblat |
| 释义 |
Keti 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. She earned her Ph.D. from IMPA in 1972 under the supervision of Manfredo do Carmo.[1] She is a recipient of Brazil's National Order of Scientific Merit in Mathematics,[2] Emeritus Professor at the University of Brasília,[3] and was President of the Brazilian Mathematical Society in 1989–1991.[4][5] She has been a member of the Brazilian Academy of Sciences since 1991.[6] She is the author of the books {{lang|pt|Introdução à geometria diferencial}} (1988), and {{lang|pt|Transformações de superfícies e aplicações}} (1981). Selected publications
| last1 = Tenenblat | first1 = Keti | last2 = Terng | first2 = Chuu Lian | author2-link = Chuu-Lian Terng | doi = 10.2307/1971105 | issue = 3 | journal = Annals of Mathematics | mr = 577133 | pages = 477–490 | series = Second Series | title = Bäcklund's theorem for n-dimensional submanifolds of R2n − 1 | volume = 111 | year = 1980}}
| last1 = Chern | first1 = S. S. | author1-link = Shiing-Shen Chern | last2 = Tenenblat | first2 = K. | issue = 1 | journal = Studies in Applied Mathematics | mr = 827492 | pages = 55–83 | title = Pseudospherical surfaces and evolution equations | volume = 74 | year = 1986}}
| last1 = Kamran | first1 = Niky | author1-link = Niky Kamran | last2 = Tenenblat | first2 = Keti | doi = 10.1215/S0012-7094-96-08409-4 | issue = 1 | journal = Duke Mathematical Journal | mr = 1394755 | pages = 237–266 | title = Laplace transformation in higher dimensions | volume = 84 | year = 1996}} References1. ^{{MathGenealogy|id=53616}} {{authority control}}{{DEFAULTSORT:Tenenblat, Keti}}2. ^{{cite web|url=http://www.mct.gov.br/index.php/content/view/11199/11199.html?nome=&area=Ci%EAncias+Matem%E1ticas&classificacao=&categoria=vivo|archive-url=https://archive.today/20150418134045/http://www.mct.gov.br/index.php/content/view/11199/11199.html?nome=&area=Ci%EAncias+Matem%E1ticas&classificacao=&categoria=vivo|dead-url=yes|archive-date=2015-04-18|title=PORTAL DO MINISTÉRIO DA CIÊNCIA, TECNOLOGIA E INOVAÇÃO|work=Mct.gov.br|accessdate=2015-05-28}} 3. ^{{cite web|url=http://www.secom.unb.br/unbagencia/ag1105-01.htm|title=SECOM - Secretaria de Comunicação da Universidade de Brasília (UnB)|work=Unb.br|accessdate=2015-05-28|archive-url=https://web.archive.org/web/20150418170650/http://www.secom.unb.br/unbagencia/ag1105-01.htm|archive-date=2015-04-18|dead-url=yes|df=}} 4. ^{{cite web |url=http://matematicauniversitaria.ime.usp.br/Conteudo/n09_n10/n09_n10_Editorial.pdf |format=PDF |title=Elon Lages Lima |publisher=Matematicauniversitaria.ime.usp.br |accessdate=2015-05-28 |archive-url=https://web.archive.org/web/20150418183012/http://matematicauniversitaria.ime.usp.br/Conteudo/n09_n10/n09_n10_Editorial.pdf |archive-date=2015-04-18 |dead-url=yes |df= }} 5. ^Brazilian Mathematical Society 6. ^Brazilian Academy of Sciences 14 : Turkish mathematicians|1944 births|Living people|Women mathematicians|Differential geometers|Textbook writers|Instituto Nacional de Matemática Pura e Aplicada alumni|PDE theorists|Members of the Brazilian Academy of Sciences|Expatriate academics in Brazil|20th-century Brazilian mathematicians|21st-century Brazilian mathematicians|20th-century women mathematicians|21st-century women mathematicians |
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