Place & Time
 

Name

BIRS- 2021

Finite Multiplicities beyound spherical spaces [video, pdf, handout]

Tel Aviv University colloquium- 2021

Representations of real reductive groups in function spaces [video]

CIRM - 2021

Wave-front sets of distinguished representations [pdf, handout, tex, video]

Purdue, Madison, and Chalmers - 2021

Relations between of Fourier coefficients of automorphic forms with applications to Vanishing and Eulerianity [pdf, handout, tex, video]

Weizmann Institute - 2020

Wave-front sets of distinguished representations [pdf, handout, tex, video]

BGU, Beer Sheva - 2020

Vanishing and Eulerianity of Fourier coefficients of automorphic forms [pdf, handout, tex]

Weizmann Institute FUN students seminar 2020

Representation theory and non-commutative harmonic analysis on G-spaces [pdf, handout, tex]

Simons Center for Geometry and Physics, SUNY, NY - 2019

Fourier coefficients of automorphic forms and applications to minimal and next-to-minimal forms.[pdf, tex, handout Video]

Simons Center for Geometry and Physics, SUNY, NY - 2016

Generalized and degenerate Whittaker models for representations of reductive groups[pdf, tex, handout Video]

Singapore - 2016

Recent applications of classical theorems on holonomic distributions[pdf, tex, handout]

Lille - 2015

Holonomicity of spherical characters and applications to multiplicity bounds}[pdf, tex, handout]

Germany - 2016; Hangzhou, Paris - 2015

Generalized and degenerate Whittaker models for representations of reductive groups over local fields[pdf, tex, handout]

Banff (Canada) - 2014

Nash manifolds and Schwartz functions on them[pdf, tex]

Weizmann Institute - 2013

Representation theory and Gelfand pairs - FUN student colloquium talk [pdf, handout, tex]

Porquerolle (France), Jeju(Korea) - 2012

Degenerate Whittaker functionals for real reductive groups [pdf, handout, tex]

Israel MU, Rutgers university - 2012, Weizmann Institue - 2011

Derivatives of smooth representations of GL(n,C) and GL(n,R) [pdf, tex]

AMS regional meeting  at NJIT, Institute for Advanced Study,
Rutgers university, Ohio State University - 2010

Invariant distributions and Gelfand pairs [pdf, tex, zip

Tel Aviv University, Weizmann Institute,  Ben Gurion University, Rutgers Newark - 2009, Ohio State University - 2010

Relative representation theory of reductive groups

over close local fields   [pdf, tex, zip

Hebrew University - 2009, Ohio State University - 2010

Multiplicity one theorems - a uniform proof [pdf, tex, zip]

Israel Math Union - 2009

A poster "Gelfand Pairs" [pdf, ppt]

 MIT  - 2008, UCSD - 2009

Multiplicity one theorems - a uniform proof [pdf, tex, zip]

Tel-Aviv University, Columbia University,  Rutgers University,
Ben Gurion University - 2008; UCSD, Israel Math Union - 2009

Invariant distributions and Gelfand pairs [pdf, tex, zip]

Technion, Weizmann Institute - 2008

Invariant distributions and Gelfand pairs [pdf, tex, zip]

Tel-Aviv University  - 2008

GL(n+1,F),GL(n,F)) is a Gelfand pair for any local field F [ppt]

Weizmann Institute, Hakuba conference (Japan),
Oberwolfach - 2007 

Multiplicity one theorems [ppt]

Tel-Aviv University - 2006

Schwartz functions on Nash manifolds [ppt]

Remarks:

1. For similar talks, I put the most updated version of the presentation.

2. Some of those presentations are not full since in some of the talks I also used the blackboard.

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