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Michael Artin (German:; born 28 June 1934) is a German-American mathematician and a professor emeritus in the Massachusetts Institute of Technology Mathematics Department, known for his contributions to algebraic geometry.
- German-American
- Artin approximation theorem
Michael Artin (Hamburgo, 28 de junho de 1934) é um matemático estadunidense. É professor emérito do Departamento de Matemática do Instituto de Tecnologia de Massachusetts, conhecido por suas contribuições à geometria algébrica [1] e também reconhecido geralmente como um dos mais destacados professores nesta área.
- Estados Unidos
- Emil Artin, Natascha Artin Brunswick
Michael Artin is an algebraic geometer and a leading expert on non-commutative algebra. He has received many honors and awards, including the Wolf Prize and the National Medal of Science, for his influential research and teaching.
Born. 28 June 1934. Hamburg, Germany. Summary. Michael Artin is an American mathematician known for his contributions to algebraic geometry. He has been awarded major prizes, including the Steele Prize and the Wolf Prize. View nine larger pictures. Biography.
Massachusetts Institute of Technology. Michael Artin awarded the National Medal of Science for his leadership in modern algebraic geometry, including three major bodies of work: étale cohomology; algebraic approximation of formal solutions of equations; and non-commutative algebraic geometry.
The White House named two MIT researchers, professor emeritus Michael Artin and president of Rensselaer Polytechnic Institute Shirley Ann Jackson, among the 17 world-class recipients of the nation’s highest honor for science and technology. Artin is a mathematician who helped define algebraic geometry and the eponymous Artin Stack, and Jackson is a physicist who led RPI and advanced STEM education for women.
Michael Artin. President 1991–1992. Ph.D. Harvard University, Cambridge, Massachusetts, 1960. Artin was awarded the AMS Leroy P. Steele Prize for Lifetime Achievement in 2002 for his contributions to commutative and non-commutative algebra and ring theory as well as to modern algebraic geometry, including his Approximation Theorem, his work ...
