Marshall H. Stone

E640530

Marshall H. Stone was an American mathematician renowned for his foundational work in functional analysis and lattice theory, including the Stone–Čech compactification and Stone duality.

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Marshall H. Stone canonical 1

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Predicate Object
instanceOf American mathematician
human
mathematician
academicDegree PhD in mathematics
awardReceived Bôcher Memorial Prize NERFINISHED
Leroy P. Steele Prize NERFINISHED
National Medal of Science
countryOfCitizenship United States of America
dateOfBirth 1903-04-08
dateOfDeath 1989-01-09
doctoralAdvisor George David Birkhoff NERFINISHED
educatedAt Harvard University
employer Harvard University
University of Chicago
familyName Stone NERFINISHED
fieldOfWork functional analysis
lattice theory
mathematics
operator theory
topology
givenName Marshall NERFINISHED
hasAcademicDiscipline pure mathematics
influenced Irving Kaplansky NERFINISHED
Paul Halmos NERFINISHED
influencedBy David Hilbert NERFINISHED
John von Neumann NERFINISHED
knownFor Stone duality
Stone representation theorem for Boolean algebras NERFINISHED
Stone–Čech compactification NERFINISHED
foundational work in functional analysis
foundational work in lattice theory
languageOfWorkOrName English
memberOf American Academy of Arts and Sciences
National Academy of Sciences
nativeLanguage English
notableIdea representation of Boolean algebras as fields of sets
use of topological methods in algebra and logic
notableWork Spectral theorem for one-parameter unitary groups NERFINISHED
Stone duality NERFINISHED
Stone representation theorem for Boolean algebras NERFINISHED
Stone–von Neumann theorem NERFINISHED
Stone–Čech compactification NERFINISHED
placeOfBirth New York City
placeOfDeath Madison, Wisconsin NERFINISHED
positionHeld chair of the Department of Mathematics at the University of Chicago
professor of mathematics at Harvard University
sexOrGender male
workLocation Cambridge, Massachusetts
Chicago, Illinois NERFINISHED

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Lynn Harold Loomis doctoralAdvisor Marshall H. Stone