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Remarque sur un théorème de M. Kline

Casimir Zarankiewicz — 1924

Fundamenta Mathematicae

Le but de cette note est de démontrer: Théorème: Si continu C contient un point de connexité, C appartient à une de quatre classes des continus: 1. rayons, 2. continus composés d'une courbe simple fermée et d'un arc simple n'ayant en commun qu'une extrémité de l'arc simple; 3. arcs simples; 4. courbes simples fermées.

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