Selected Publications List
The versions here are sometimes more updated than
other sources. However, they might be changed frequently, so please do not
use them for citation.
Title 
Joint
with 
See also 
year 
Representation Growth and Rational Singularities of the Moduli Space of Local Systems [pdf,
tex] 
Nir Avni 
arXiv, Inventiones mathematicae 
2013 
Counting points of schemes over finite rings and counting representations of arithmetic lattices [pdf, tex] 
Nir Avni 

2014 
Multiplicity one Theorems [pdf,
tex] 
Dmitry
Gourevitch,
Steve Rallis,
Gerard Schiffmann 
Annals of Mathematics,
arXiv

2007 
Multiplicity one theorem for (GL(n+1,R), GL(n,R)) [pdf,
tex] 
Dmitry Gourevitch 
Selecta
Mathematica Journal,
arXiv 
2008 
Smooth Transfer of Kloosterman Integrals (the Archimedean case) [pdf,
tex] 
Dmitry Gourevitch 
American Journal of Mathematics,
arXiv 
2009 
Zfinite distributions on padic groups [pdf,
tex] 
Dmitry Gourevitch, Eitan Sayag3

arXiv

2014 
Generalized HarishChandra descent, Gelfand pairs and an Archimedean analog
of JacquetRallis' Theorem [pdf,
tex] 
Dmitry Gourevitch2 
Duke Mathematical Journal,
arXiv 
2008 
Spherical pairs over close local fields [pdf,
tex] 
Nir Avni,
Dmitry Gourevitch 
Commentarii Mathematici Helvetici,
arXiv

2009 
Wave front set of Fourier transform of algebraic measures
[pdf,
tex] 
Vladimir Drinfeld 
Israel Journal of Mathematics,
arXiv

2011 
Derivatives for representations of GL(n, R) and GL(n,C)1 [pdf, tex] 
Dmitry Gourevitch, Siddhartha Sahi 
Israel Journal of Mathematics.,
arXiv

2011 
A partial analog of the integrability theorem for distributions on padic spaces
and applications [pdf, tex] 

Israel Journal of Mathematics,
arXiv 
2008 
References
[AGS12] A. Aizenbud, D. Gourevitch and S. Sahi. Twisted homology for the mirabolic
nilradical. Israel Journal of Mathematics.
1.
The original version of the paper. Includes also a preliminary version of
[AGS12]
2.
with
an appendix Joint with
Dmitry Gourevitch and
Eitan Sayag.
3. with an appendix Joint with Dmitry Gourevitch, Eitan
Sayag and Alexander Kemarsky.
