A Dirichlet Series Associated to Eisenstein Series of Degree Two.
A generalization of Gauss sums and its applications to Siegel modular forms and L-functions associated with the vector space of quadratic forms.
A Remark on Kitaoka formal power series attached to local densities.
A restricted Epstein zeta function and the evaluation of some definite integrals
A spectral analysis of automorphic distributions and Poisson summation formulas
Automorphic distributions are distributions on , invariant under the linear action of the group . Combs are characterized by the additional requirement of being measures supported in : their decomposition into homogeneous components involves the family , of Eisenstein distributions, and the coefficients of the decomposition are given as Dirichlet series . Functional equations of the usual (Hecke) kind relative to turn out to be equivalent to the invariance of the comb under some modification...
Action of Hecke Operator T(p) on Theta Series.
Analyse spectrale et prolongement analytique : séries d’Eisenstein, fonctions et nombre de solutions d’équations diophantiennes
Arithmetical equivalents for a remarkable identity between theta functions . . . . . . . . . . . . . . .
Autographirte Vorlesungshefte, III