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Home > Art, Film & Photography > Analyse Convexe: Inegalite de Holder, Sous-Differentiel, Fonction Convexe, Theoremes de L'Alternative, Theoreme de Hahn-Banach, Points Et Parties Remarquables de La
Analyse Convexe: Inegalite de Holder, Sous-Differentiel, Fonction Convexe, Theoremes de L'Alternative, Theoreme de Hahn-Banach, Points Et Parties Remarquables de La

Analyse Convexe: Inegalite de Holder, Sous-Differentiel, Fonction Convexe, Theoremes de L'Alternative, Theoreme de Hahn-Banach, Points Et Parties Remarquables de La


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About the Book

Ce contenu est une compilation d'articles de l'encyclopedie libre Wikipedia. Pages: 61. Non illustre. Chapitres: Inegalite de Holder, Sous-differentiel, Fonction convexe, Theoremes de l'alternative, Theoreme de Hahn-Banach, Points et parties remarquables de la frontiere d'un convexe, Lemme de Farkas, Ensemble convexe, Fonction conjuguee, Cone tangent, Qualification de contraintes, Theoreme de Minkowski, Theoreme de projection sur un convexe ferme, Adherence, interieur et frontiere d'un convexe, Theoreme de Caratheodory, Theoreme de Helly, Fonction asymptotique, Cone asymptotique, Separation des convexes, Fonction marginale, Inegalite de Jensen, Segment, Enveloppe convexe, Interieur relatif, Operateur monotone, Theoreme de Krein-Milman, Jauge, Application non-expansive, Fonction d'appui, Theoreme de Radon, Fonction indicatrice, Fonction propre, Inegalite de Bernoulli, Theoreme de Gauss-Lucas, Espace uniformement convexe, Inegalite arithmetico-geometrique, Domaine effectif, Polygone convexe, Epigraphe, Combinaison convexe, Application sous-lineaire, Theoreme de Gordan, Fonction concave, Espace strictement convexe, Hyperplan d'appui, Dimension d'un convexe, Frontiere relative d'un convexe. Extrait: En mathematiques, et plus precisement en analyse convexe, le sous-differentiel est un concept permettant de decrire la variation locale d'une fonction convexe non necessairement differentiable dans un sens classique, celui auquel on attache aujourd'hui le nom de Frechet. Au lieu d'etre la pente de l'application lineaire tangente (i.e., la derivee) au point considere, qui n'existe pas necessairement, le sous-differentiel d'une fonction convexe est l'ensemble des pentes de toutes les minorantes affines de la fonction, qui sont exactes en ce point, c'est-a-dire qui ont en ce point la meme valeur que la fonction convexe qu'elles minorent. Dans cette description le mot pente peut etre entendu comme un...


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Product Details
  • ISBN-13: 9781159372682
  • Publisher: Books LLC, Wiki Series
  • Publisher Imprint: Books LLC, Wiki Series
  • Height: 246 mm
  • No of Pages: 62
  • Spine Width: 3 mm
  • Weight: 127 gr
  • ISBN-10: 1159372683
  • Publisher Date: 12 Oct 2012
  • Binding: Paperback
  • Language: English
  • Returnable: N
  • Sub Title: Inegalite de Holder, Sous-Differentiel, Fonction Convexe, Theoremes de L'Alternative, Theoreme de Hahn-Banach, Points Et Parties Remarquables de La
  • Width: 189 mm


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