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Level Set Methods: An Overview and Some Recent Results ∗ Stanley Osher †
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Document Date: 2010-03-18 17:05:25
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File Size: 1,48 MB
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Facility
University of California Los Angeles /
Stanford University /
/
IndustryTerm
computing /
numerical algorithms /
viscosity solutions /
simpler algorithm /
image processing /
gradient descent algorithm /
viscosity solution /
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Organization
Department of Mathematics /
National Science Foundation /
University of California Los Angeles /
Los Angeles /
Computer Science Department /
Stanford University /
/
Person
Stanley Osher /
Bjorn Engquist /
Ronald P. Fedkiw /
/
ProvinceOrState
California /
/
SportsLeague
Stanford University /
/
Technology
simpler algorithm /
gradient descent algorithm /
Rouy-Tourin algorithm /
image processing /
/
SocialTag
Partial differential equations
Differential geometry
Multivariable calculus
Curves
Differential geometry of curves
Fast marching method
Calculus of variations
Level set method
Hamilton–Jacobi equation
Calculus