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Soit une fonction harmonique définie hors d’un compact d’un espace harmonique de Brelot sans potentiel , on définit directement, c’est-à-dire sans les théorèmes de Nakaï, le flux de relativement à une fonction harmonique fixée , définie hors d’un compact. On donne ensuite une construction de la mesure intervenant dans les théorèmes de Nakaï, sans utiliser la théorie de Riesz-Schauder.
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