Standard Modules and the P-Adic Kazhdan-Lusztig Conjecture

Maarten Solleveld

Maarten Solleveld is a Dutch mathematician, specialized in representation theory and p-adic groups. He obtained his PhD in 2007 at the Universiteit van Amsterdam. He held positions in Amsterdam, Bonn, Göttingen and Nijmegen, where he is currently an associate professor. He is also a grandmaster in chess.

Standard Modules and the P-Adic Kazhdan-Lusztig Conjecture

Maarten Solleveld

Speaker(s)

Maarten Solleveld

Events

Non-Abelian Fourier transform kernel

Bernstein series of enriched Langlands parameters and Hecke algebras

The Berstein center

Standard Modules and the P-Adic Kazhdan-Lusztig Conjecture

Orbital integrals and the cocenter

Geometric representation theory (3)

Stable transfer for Gelfand-Graev

On the Problem of Unitarizability in the Case of Classical p-Adic Grou…

Lafforgue transformation

Geometric representation theory (5)

Downhill calculation

Automorphic everywhere unbranched forms of classical groups on Q and odd unimodular networks

Bernstein decomposition of the cocenter

Invariant Distributions and Sheaves on Loop Groups

Integral formula for the Fourier kernel

On the determination of certain special unbranched representations

Orbital Hankel transformation

The Supports of the Hitchin Fibration on the Reduced Locus

See also