Cohomology of Drinfeld modular varieties. Part I. Geometry, counting of points and local harmonic analysis
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Contents Preface 1 Construction of Drinfeld modular varieties 2 Drinfeld A-modules with finite characteristic 3 The Lefschetz numbers of Hecke operators 4 The fundamental lemma 5 Very cuspidal Euler-Poincare functions 6 The Lefschetz numbers as sums of global elliptic orbital integrals 7 Unramified principal series representations 8 Euler-Poincare functions as pseudocoefficients of the Steinberg representation Appendices A. Central simple algebras B. Dieudonne's theory : some proofs C. Combinatorial formulas D1 Representations of unimodular, locally compact, totally discontinuous, separated, topological groups References Index
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