Communication dans un congrès
Titre :
Introduction to the Resolution of d’d” for the Supercurrents in the Non-archimedean Frame
Auteurs :
Ibrahima Hamidine, Salomon Sambou
Résumé :
Chambert-Loir and Ducros introduced a theory of differential forms and real-valued currents on Berkovich spaces using the superforms on polyhedral complexes. In this paper we propose a resolution of the operator of de Rahm for currents defined in an affinoid domain of a space of type Berkovich which happens to be of Stein.
Mots-clés :
Berkovich’s space Cohomology of Dolbeault Cohomology of de Rham Supercurrents Superforms Operators d, d ′ d ′′
Congrès :
First Edition of Nonlinear Analysis, Geometry and Applications
Date :
24-28 Juin 2019
Ville :
Dakar
Pays :
Senegal
Pages :
411–424
Date de publication :
August 2020
Lien de la publication :
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