Local Newforms for GSp (4) describes a theory of new-and oldforms for representations of
GSp (4) over a non-archimedean local field. This theory considers vectors fixed by the …

The local Langlands conjecture for GSp(4) Page 1 Annals of Mathematics 173 (2011), 1841-1882
doi: 10.4007/aimals.2011.173.3.12 The local Langlands conjecture for GSp(4) By Wee Teck …

We show that abelian surfaces (and consequently curves of genus 2) over totally real fields
are potentially modular. As a consequence, we obtain the expected meromorphic …

We develop the theory of overconvergent cohomology introduced by G. Stevens, and we
use it to give a construction of eigenvarieties associated to any reductive group G over ℚ …

Jacquet modules are very useful in the study of parabolically induced representations of
reductive groups over a p-adic field F (we shall assume char F= 2 in this paper). It is very …

This volume grew out of a series of preprints which were written and circulated-tween 1993
and 1994. Around the same time, related work was done independently by Harder [40] and …

GSp (n, F). The inner geometry of these groups motivates us to consider the representations
of these groups as modules over representations of general linear groups. Such an idea …

Jacquet modules of a reducible parabolically induced representation of a reductive p-adic
group reduce in a way consistent with the transitivity of Jacquet modules. This fact can be …

This paper is a comprehensive study of the set of totients, ie, the set of values taken by
Euler's φ-function. The main functions studied are V (x), the number of totients≤ x, A (m), the …

In this paper we generalize the work of Harris–Soudry–Taylor and construct the compatible
systems of two-dimensional Galois representations attached to cuspidal automorphic …