Till innehåll på sidan

Arno Kret: Construction of Galois representations for GSO_2n

Tid: On 2019-10-30 kl 11.00 - 12.00

Plats: SU 306

Medverkande: Arno Kret, Amsterdam

Exportera till kalender

Abstract

In this talk we report on some work in progress together with Sug Woo Shin, on the construction of Galois representations for certain forms of the group \(GSO_{2n}\) over a totally real number field \(F\). More precisely, we consider a quasi-split form \(G\) of \(GSO_{2n}\)that is split if n is even and non-split if n is odd. Then we construct, for cohomological, cuspidal automorphic representations \(\pi\) of \(G\), a corresponding Galois representation, in case pi is at a finite place isomorphic (up to twist) to the Steinberg representation.