8 citations · 26 across the 11 of their papers we have counts for
12 papers
On Harish-Chandra's integrability theorem in positive characteristic
Avraham Aizenbud, Dmitry Gourevitch, David Kazhdan +3
The celebrated Harish-Chandra's integrability theorem states that the distributional character of an irreducible smooth representation of a p-adic group is integrable, that…
A lower bound on the analytic log-canonical threshold over local fields of positive characteristic
Itay Glazer, Yotam I. Hendel
Given a local field of positive characteristic, an -analytic manifold and an analytic function , the -analytic log-canonical threshold $\mathrm{lct}…
A geometric determinant method and geometric dimension growth
Tijs Buggenhout, Yotam I. Hendel, Floris Vermeulen
We study a geometric version of the dimension growth conjecture. While it is closely related in spirit to themes arising in geometric Manin's conjecture, it applies in greater gene…
Integrability and singularities of Harish-Chandra characters
Itay Glazer, Julia Gordon, Yotam I. Hendel
Let be a reductive group over a local field of characteristic . By Harish-Chandra's regularity theorem, the character of an irreducible, admissible representation…
Improvements on dimension growth results and effective Hilbert's irreducibility theorem
Raf Cluckers, Pierre Dèbes, Yotam I. Hendel +2
We sharpen and generalize the dimension growth bounds for the number of points of bounded height lying on an irreducible algebraic variety of degree , over any global field. In…
Integrability of pushforward measures by analytic maps
Itay Glazer, Yotam I. Hendel, Sasha Sodin
Given a map between -analytic manifolds over a local field of characteristic , we introduce an invariant which quantifies the integrabil…
A number theoretic characterization of -smooth and (FRS) morphisms: estimates on the number of -points
Raf Cluckers, Itay Glazer, Yotam I. Hendel
We provide uniform estimates on the number of -points lying on fibers of flat morphisms between smooth varieties whose fibers have rational singularitie…
On singularity properties of word maps and applications to probabilistic Waring type problems
Itay Glazer, Yotam I. Hendel
We study singularity properties of word maps on semisimple algebraic groups and Lie algebras, generalizing the work of Aizenbud-Avni in the case of the commutator map. Given a word…
On singularity properties of convolutions of algebraic morphisms -- the general case (with an appendix joint with Gady Kozma)
Itay Glazer, Yotam I. Hendel
Let be a field of characteristic zero, and be smooth -varieties, and let be a algebraic -group. Given two algebraic morphisms and $ψ:Y\righ…
On twisted Gelfand pairs through commutativity of a Hecke algebra
Yotam I. Hendel
For a locally compact, totally disconnected group , a subgroup and a character we define a Hecke algebra and explore the connec…
On singularity properties of convolutions of algebraic morphisms
Itay Glazer, Yotam I. Hendel
Let be a field of characteristic zero, and be smooth -varieties, and let be a finite dimensional -vector space. For two algebraic morphisms …
On the universal mod supersingular quotients for over for a general
Yotam I. Hendel
Let be a finite extension. We explore the universal supersingular mod representations of through computing a basis of their invariant space…