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14 de feb. de 2020 · El matemático de origen canadiense Louis Nirenberg. En vídeo, una entrevista de 2015 al recibir el Premio Abel. En 2015 Louis Nirenberg recibió el prestigioso premio Abel, ex aequo con John ...
Louis Nirenberg: 2015 Abel Prize for his contributions to the theory of PDEs Abel Prize 2015 to the American mathematicians John F. Nash, Jr. and Louis Nirenberg ''for striking and seminal contributions to the theory of nonlinear partial differential equations and its applications to geometric analysis'' Xavier Cabré ICREA Research Professor ...
Louis Nirenberg nació en 1925 en Hamilton, Canadá, y creció en Montreal, donde su padre era profesor de Hebreo. Su primer interés hacia la disciplina lo suscitó su tutor de Hebreo, quien lo inició en los rompecabezas matemáticos. Estudió Matemáticas y Física en la Universidad McGill de Montreal,
Whatever their origin, this publication brings back into circulation some elegant work by Louis Nirenberg. Both parts of the book are notable for the quality of their exposition, and both continue to have value for specialists in partial differential equations and differential geometry and well-prepared graduate students.
29 de ene. de 2020 · Louis Nirenberg. Louis Nirenberg died January 26, 2020 at the age of 94. He made tremendous contributions to the field of partial differential equations and global analysis. Nirenberg spent essentially his entire career at the Courant Institute at NYU. Indeed, he was one of the mathematicians who helped make the Courant Institute famous for PDEs.
21 de abr. de 2014 · Louis Nirenberg died in New York City on January 26, 2020 at the age of 94. He was a leading mathematician, whose fundamental contributions in the field of partial differential equations were hugely influential. This area of mathematics provides the language we use to describe—and the techniques we use to analyze—diverse problems from many ...
Canadian mathematician Louis Nirenberg is considered one of the greatest theoretical analysts of the 20th century, having made singular contributions to the field of linear and nonlinear partial differential equations (PDEs).
