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EisensteinPerson
We describe two new Eulerian Rankin-Selberg integrals, using the same Eisenstein series defined on the group E8, and cuspidal representations from GL5 and GSpin11, respectively. Connections with past work of Ginzburg, Bump-Ginzburg, Jiang-Rallis and others are described. We give some details of how to relate our two integrals via formal manipulations
We construct an Euler system in the cohomology of the tensor product of the Galois representations a...
We construct a Euler system in the cohomology of the tensor product of the Galois representations at...
Thesis (Ph.D.)--University of Washington, 2016-06Samit Dasgupta has proved a formula factoring a cer...
We recall the notion of a tower of Rankin-Selberg integrals, and two known towers, making observatio...
We show a relation between a certain period and the existence of a simple pole for the spin and stan...
Two multi-variable Rankin-Selberg integrals are studied. They may be regarded as extending the theor...
We present a Rankin-Selberg integral on the exceptional group $G_2$ which represents the L-function ...
In this paper we construct a Rankin-Selberg integral which represents the Spin10 X St L-function att...
This paper is dedicated to Stephen Gelbart. Abstract. The paper gives complete proofs of the propert...
We study the adjoint Bloch--Kato Selmer groups attached to a classical point in the cuspidal eigenva...
In the 80s, Zagier and Jacquet-Zagier tried to derive the Selberg trace formula by applying the Rank...
AbstractLet π be a cuspidal, automorphic representation of GSp4 attached to a Siegel modular form of...
In this thesis the Fourier expansions of all types of GL(3) Eisenstein series for the congruence sub...
We construct three-variable p-adic families of Galois cohomology classes attached to Rankin convolut...
In the 1980s, Zagier and Jacquet and Zagier tried to derive the Selberg trace formula by applying th...
We construct an Euler system in the cohomology of the tensor product of the Galois representations a...
We construct a Euler system in the cohomology of the tensor product of the Galois representations at...
Thesis (Ph.D.)--University of Washington, 2016-06Samit Dasgupta has proved a formula factoring a cer...
We recall the notion of a tower of Rankin-Selberg integrals, and two known towers, making observatio...
We show a relation between a certain period and the existence of a simple pole for the spin and stan...
Two multi-variable Rankin-Selberg integrals are studied. They may be regarded as extending the theor...
We present a Rankin-Selberg integral on the exceptional group $G_2$ which represents the L-function ...
In this paper we construct a Rankin-Selberg integral which represents the Spin10 X St L-function att...
This paper is dedicated to Stephen Gelbart. Abstract. The paper gives complete proofs of the propert...
We study the adjoint Bloch--Kato Selmer groups attached to a classical point in the cuspidal eigenva...
In the 80s, Zagier and Jacquet-Zagier tried to derive the Selberg trace formula by applying the Rank...
AbstractLet π be a cuspidal, automorphic representation of GSp4 attached to a Siegel modular form of...
In this thesis the Fourier expansions of all types of GL(3) Eisenstein series for the congruence sub...
We construct three-variable p-adic families of Galois cohomology classes attached to Rankin convolut...
In the 1980s, Zagier and Jacquet and Zagier tried to derive the Selberg trace formula by applying th...
We construct an Euler system in the cohomology of the tensor product of the Galois representations a...
We construct a Euler system in the cohomology of the tensor product of the Galois representations at...
Thesis (Ph.D.)--University of Washington, 2016-06Samit Dasgupta has proved a formula factoring a cer...
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