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Calcul des variations dans les espaces distanciés généraux

In: Selecta Mathematica

Author

Listed:
  • M. Karl Menger
  • M. Élie Cartan

Abstract

Résumé Nous appelions espace à distances réelles un ensemble A tel qu’à tout couple ordonné d’éléments (depoints)de A corresponde un nombred(p, q) assujetti à la seule condition d(p,p) = o. L’espace A est dit triangulaire au point plorsque pour tout couple de pointsq, r de A on ad(p,q) + d(q,r)Sd(p,r).

Suggested Citation

  • M. Karl Menger & M. Élie Cartan, 2002. "Calcul des variations dans les espaces distanciés généraux," Springer Books, in: Bert Schweizer & Abe Sklar & Karl Sigmund & Peter Gruber & Edmund Hlawka & Ludwig Reich & Leopold Sc (ed.), Selecta Mathematica, pages 383-385, Springer.
    • Handle: RePEc:spr:sprchp:978-3-7091-6110-4_25
    DOI: 10.1007/978-3-7091-6110-4_25
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