Morrey, Charles Bradfield, 1907-1984
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Morrey, Charles Bradfield, 1907-1984
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Morrey, Charles Bradfield, 1907-1984
Morrey, Charles Bradfield, 1907-
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Morrey, Charles Bradfield, 1907-
Morrey, Charles Bradfield
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Morrey, Charles Bradfield
Morrey, Charles B., Jr.
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Morrey, Charles B., Jr.
Morrey, Charles B. 1907-1984
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Morrey, Charles B. 1907-1984
Morrey, Charles B.
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Morrey, Charles B.
Morrey, C. B.
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Morrey, C. B.
Morrey, Charles Bradfield, Jr., 1907-
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Morrey, Charles Bradfield, Jr., 1907-
Morrey, Charles B. 1907-1984 (Charles Bradfield),
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Morrey, Charles B. 1907-1984 (Charles Bradfield),
Morrey, Charles B., Jr., 1907-
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Morrey, Charles B., Jr., 1907-
Morrey, C. B. 1907- (Charles Bradfield),
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Morrey, C. B. 1907- (Charles Bradfield),
Morrey, C. B. 1907-1984
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Morrey, C. B. 1907-1984
Morrey, C.B., 1907-
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Morrey, C.B., 1907-
Bradfield Morrey, Charles
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Bradfield Morrey, Charles
Morrey, Ch 1907-1984
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Morrey, Ch 1907-1984
Morrey, Charles B. ml
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Morrey, Charles B. ml
Morrey, C. 1907-1984
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Morrey, C. 1907-1984
Morrey, Charles 1907-1984
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Morrey, Charles 1907-1984
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Biographical History
Charles Bradfield Morrey, Jr. (1907-1984) was born in Columbus, Ohio and educated at Ohio State University and Harvard University (Ph. D., 1931). After National Research Council fellowships at Princeton University and Rice University, he joined the Department of Mathematics at the University of California, Berkeley in 1933, retiring in 1977. His research included work in area of surfaces, calculus of variations, and elliptic partial differential equations. His work led to the solutions of the 19th and 20th problems of Hilbert.
Charles Bradfield Morrey, Jr. was born on July 23, 1907 in Columbus, Ohio. He was educated at Ohio State University and Harvard University (Ph.D.; 1931). After National Research Council fellowships at Princeton University and Rice University, he joined the Department of Mathematics at the University of California, Berkeley (1933), retiring as professor emeritus in 1977. He died April 29, 1984.
His research included work in area of surfaces, calculus of variations, and elliptic partial differential equations. His work led to the solutions of the 19th and 20th problems of Hilbert.
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External Related CPF
https://viaf.org/viaf/12383131
https://www.worldcat.org/identities/lccn-n50006151
https://id.loc.gov/authorities/n50006151
https://www.wikidata.org/entity/Q1065559
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eng
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Subjects
Differential equations, Elliptic
Mathematics
Mathematics
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Americans
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United States
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<conventionDeclaration><citation>VIAF</citation></conventionDeclaration>