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Cocycles de groupe pour $\mathrm {GL}_n$ et arrangements d'hyperplans Beverly Hoeffer it is essential to develop

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Cocycles de groupe pour $\mathrm {GL}_n$ et arrangements d'hyperplans Beverly Hoeffer it is essential to developCe livre constitue un expose detaille de la serie de cours donnes en 2020 par le Prof. Nicolas Bergeron, titulaire de la Chaire Aisenstadt au CRM de Montreal. L'objet de ce texte est une ample generalisation d'une famille d'identites classiques, notamment la formule d'addition de la fonction cotangente ou celle des series d'Eisenstein. Le livre relie ces identites a la cohomologie de certains sous groupes arithmetiques du groupe lineaire general. Il

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