George Papanicolaou

E406735

George Papanicolaou is a prominent applied mathematician known for his influential work in stochastic processes, wave propagation in random media, and asymptotic analysis.

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George Papanicolaou canonical 1

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Predicate Object
instanceOf applied mathematician
person
affiliation New York University
surface form: Courant Institute of Mathematical Sciences

Stanford University Department of Mathematics
awardReceived John von Neumann Theory Prize
surface form: John von Neumann Prize

Leroy P. Steele Prize
SIAM W. T. and Idalia Reid Prize
doctoralAdvisor Joseph Keller
educatedAt California Institute of Technology
New York University
employer New York University
surface form: Courant Institute of Mathematical Sciences

New York University
Stanford University
fieldOfWork applied mathematics
asymptotic analysis
financial mathematics
homogenization theory
imaging in random media
mathematical physics
partial differential equations
probability theory
stochastic processes
wave propagation in random media
gender male
hasAcademicDiscipline mathematics
hasCitizenship United States of America
knownFor applications of mathematics to finance
applications of mathematics to imaging
contributions to asymptotic methods in analysis
contributions to homogenization theory
contributions to stochastic analysis
contributions to wave propagation in random media
memberOf American Academy of Arts and Sciences
National Academy of Sciences
surface form: National Academy of Sciences of the United States of America

SIAM
surface form: Society for Industrial and Applied Mathematics
notableWork applications of stochastic analysis to finance
work on homogenization of partial differential equations
work on imaging and time reversal in random media
work on stochastic differential equations
work on wave propagation in random media
occupation mathematician
university professor
positionHeld professor of mathematics

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