Maximum principle
In the mathematical fields of partial differential equations and geometric analysis, the maximum principle refers to a collection of results and techniques of fundamental importance in the study of elliptic and parabolic differential equations. In the simplest case, consider a function of two variables u(x,y) such that In the field of convex optimization, there is an analogous statement which asserts that the maximum of a convex function on a compact convex set is attained on the boundary.
Biharmonic mapBlaschke productCircle packing theoremDavid Allen HoffmanDirichlet problemElliptic operatorGauss curvature flowGeometric function theoryGerhard HuiskenHadamard three-circle theoremHardy's theoremHarmonic measureHeat equationHopf lemmaHopf maximum principleInverse mean curvature flowKemeny's constantLinear programmingLouis NirenbergMaximum PrincipleMaximum modulus principleMaximum principalMaximum principle for harmonic functionsMonge–Ampère equationNeumann–Poincaré operatorNevanlinna's criterionObstacle problemPlanar Riemann surfacePlurisubharmonic functionPoisson kernelPositive-real functionPotential theoryRicci flowRichard S. HamiltonRiemann surfaceRobert OssermanSchauder estimatesShing-Tung YauSobolev spaces for planar domainsSpherical mean
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Maximum principle
In the mathematical fields of partial differential equations and geometric analysis, the maximum principle refers to a collection of results and techniques of fundamental importance in the study of elliptic and parabolic differential equations. In the simplest case, consider a function of two variables u(x,y) such that In the field of convex optimization, there is an analogous statement which asserts that the maximum of a convex function on a compact convex set is attained on the boundary.
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Das Maximumprinzip ist in der ...... se der holomorphen Funktionen.
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Em matemática, o princípio do ...... ingido no contorno.Capítulo 32
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En mathématiques, et plus préc ...... est atteint sur sa frontière.
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In matematica, il principio de ...... no di , allora è costante su .
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In the mathematical fields of ...... t is attained on the boundary.
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数学における最大値原理（さいだいちげんり、英: maximu ...... はその境界上で達成される、ということについて述べられている。
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Das Maximumprinzip ist in der ...... Definitionsbereiches annimmt.
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Em matemática, o princípio do ...... seu valor máximo no contorno.
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En mathématiques, et plus préc ...... son maximum sur la frontière.
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In matematica, il principio de ...... ente ri-raggiunto all'interno.
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In the mathematical fields of ...... t is attained on the boundary.
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数学における最大値原理（さいだいちげんり、英: maximu ...... はその境界上で達成される、ということについて述べられている。
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label
Maximum principle
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Maximumprinzip (Mathematik)
@de
Principe du maximum (équations aux dérivées partielles)
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Principio del massimo
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Princípio do máximo
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最大値原理
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최대 원리
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