Sur une variante des troncatures d'Arthur
classification
🧮 math.RT
math.NT
keywords
functionsarthurborrowedbundlesclasscontributionseisensteinfield
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We show that, for a large class of test functions, the unipotent contributions in the trace formula for $GL(n)$ over a number field, can be obtained from zeta functions and integrals of Eisenstein series. The main innovation is a new truncation borrowed from a work of Schiffmann on Higgs bundles.
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