Frank Forelli

American mathematician From Wikipedia, the free encyclopedia

Frank John Forelli, Jr. (8 April 1932, San Diego – 5 September 1994, Madison, Wisconsin) was an American mathematician, specializing in the functional analysis of holomorphic functions.[1]

Born(1932-04-08)8 April 1932
Died5 September 1994(1994-09-05) (aged 62)
KnownforContributions to holomorphic function theory and functional analysis
Quick facts Born, Died ...
Frank John Forelli, Jr.
Born(1932-04-08)8 April 1932
Died5 September 1994(1994-09-05) (aged 62)
Alma materUniversity of California, Berkeley
Known forContributions to holomorphic function theory and functional analysis
Scientific career
FieldsMathematics (Functional analysis, Complex analysis)
InstitutionsUniversity of Wisconsin–Madison
Thesis Marcel Riesz's theorem on conjugate functions  (1961)
Doctoral advisorHenry Helson
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Forelli received his bachelor's degree from the University of California, Berkeley and then, after 3 years as an officer in the U. S. Navy, returned to Berkeley.[1] He received there in 1961 his Ph.D. under Henry Helson with thesis Marcel Riesz's theorem on conjugate functions.[2] In 1961 Forelli joined the faculty of the University of Wisconsin–Madison, where he remained for the remainder of his life.[1]

The main focus of his research was in the properties of holomorphic functions. In particular, he used Hilbert space methods applied to the boundary values of such functions. His contributions to the field were recognized early in his career by an invitation to give an invited lecture at the International Congress of Mathematicians in Nice in 1970.[1]

Upon his death, he was survived by his wife and two daughters.[1]

Selected publications

References

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