ON ROTATION AUTOMORPHIC F'UNCTIONS WITI{

In this paper, we formulate a general construction of concrete modules, using Bessel periods, for cuspidal automorphic representations of classical groups with generic global

- Aspects of Contemporary Complex Analysis, Proceedings of an Instructional Conference organized by the London Mathe- matical Society at the University of Durham,

- Aspects of Contemporary Complex Analysis, Proceedings of an Instructional Conference organized by the London Mathematical Society at the University of Durham,

case of infinitely generated Fuchsian groups, Lehner [12] and [18] proved a similar result under the assumption that the fundamental region F is not too ,,thin,,

We also note that for algebraic regular representations on can prove not only the rationality over E of the local components of π - this is equivalent, at unramified primes, to

In this paper, we study the existence of almost automorphic solutions of the following differential equation with piecewise constant argument of generalized (DEPCAG).. 0

Assume that G is a real linear semi-simple Lie group without compact factors and 9 a Cartan involution acting on an irreducible complex finite dimensional representation V of G in

If k is a number field, we always normalise it’s absolute values by the condition, that the product formula should be satisfied, and at any non-archimedian place