activity
19982018
most citedGrothendieck's theorem on non-abelian H^2 and local-global principles

7 citations · 8 across the 10 of their papers we have counts for

collaborators

11 papers

math.RT2018

Affine quantum super Schur-Weyl duality

Yuval Z. Flicker

The Schur-Weyl duality, which started as the study of the commuting actions of the symmetric group and on where ,…

math.NT2008

On Level-Raising Congruences

Yuval Z. Flicker

A work of Sorensen is rewritten here to include nontrivial types at the infinite places. This extends results of K. Ribet and R. Taylor on level-raising for algebraic modular forms…

math.RT2007

On poles of twisted tensor L-functions

Yuval Z. Flicker, Dmitrii Zinoviev

It is shown that the only possible pole of the twisted tensor L-functions in Re(s)\geq 1 is located at s=1 for all quadratic extensions of global fields.

math.RT2007

On the symmetric square. Unstable Twisted Characters

Yuval Z. Flicker, Dmitrii Zinoviev

We provide a purely local computation of the (elliptic) twisted (by "transpose-inverse") character of the representation π=I(\1) of PGL(3) over a p-adic field induced from the triv…

math.RT2007

Twisted character of a small representation

Yuval Z. Flicker, Dmitrii Zinoviev

This paper has been withdrawn by the author as it has already been submitted under the title "Twisted character of a small Representation of GL(4)".

math.NT2007

Cyclic odd degree base change lifting for unitary groups in three variables

Ping-Shun Chan, Yuval Z. Flicker

Let E/F be a quadratic number (resp. p-adic) field extension, and F' an odd degree cyclic field extension of F. We establish a base-change functorial lifting of automorphic (resp.…