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Ennio de Giorgi

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Ennio De Giorgi
Born February 8, 1928(1928-02-08)
Lecce, Italy
Died October 25, 1996 (aged 68)
Pisa, Italy
Nationality Italian
Fields Calculus of variation, Partial differential equations
Institutions Università di Pisa
Alma mater Università di Roma, (Ph.D., 1950)
Doctoral advisor Mauro Picone
Known for theory of Caccioppoli sets, solution of 19th Hilbert problem, existence and regularity theorem for minimal surfaces
Notable awards Wolf Prize (1990)
Religious stance Catholic

Ennio de Giorgi (Lecce, February 8, 1928Pisa, October 25, 1996) was one of the most influential Italian mathematicians of the 20th century.

He made important contributions to mathematical analysis, in particular to the study of minimal surfaces and to the regularity of the solutions of elliptic partial differential equations.

In terms of the regularity of solutions of elliptic partial differential equations, one of his major contributions was to solve the 19th Hilbert problem. At roughly the same time he solved it, John Forbes Nash solved it in a completely independent fashion. It is commonly believed that if only one of them had solved it, then that person would have won the prestigious Fields Medal. His work has influenced Luis Caffarelli and many other outstanding mathematicians.

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