Stanley Osher

E853127

Stanley Osher is an American mathematician renowned for his influential work in numerical analysis and partial differential equations, particularly in developing high-resolution schemes for computational fluid dynamics and image processing.

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Stanley Osher canonical 1

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Predicate Object
instanceOf human
mathematician
university professor
academicAdvisor Peter Lax NERFINISHED
awardReceived Carl Friedrich Gauss Prize NERFINISHED
Fellow of SIAM NERFINISHED
Fellow of the American Academy of Arts and Sciences
Fellow of the American Mathematical Society NERFINISHED
Guggenheim Fellowship
SIAM Kleinman Prize NERFINISHED
SIAM Pioneer Prize NERFINISHED
SIAM W. T. and Idalia Reid Prize NERFINISHED
SIAM von Neumann Prize NERFINISHED
countryOfCitizenship United States of America
educatedAt Brooklyn College NERFINISHED
New York University
employer University of California, Los Angeles
fieldOfWork applied mathematics
computational fluid dynamics
image processing
numerical analysis
optimization
partial differential equations
scientific computing
hasResearchInterest compressed sensing
computational methods for conservation laws
hyperbolic partial differential equations
image segmentation
inverse problems
machine learning in imaging
sparse optimization
knownFor ENO schemes NERFINISHED
Osher–Chakravarthy schemes NERFINISHED
Osher–Sethian level set formulation NERFINISHED
Osher–Solomon schemes NERFINISHED
WENO schemes NERFINISHED
high-resolution schemes for hyperbolic conservation laws
level set method
total variation denoising NERFINISHED
memberOf American Academy of Arts and Sciences
National Academy of Sciences
surface form: National Academy of Sciences of the United States of America
notableStudent Chi-Wang Shu NERFINISHED
notableWork development of ENO and WENO schemes
development of the level set method for moving interfaces
total variation based image denoising models
occupation mathematician
university teacher
positionHeld Director of Applied Mathematics at UCLA
Professor of Mathematics at UCLA
workplace Department of Mathematics, UCLA NERFINISHED

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