Add to ORKGIn this article, we introduce a systematic new method to investigate the conjectural p-adic meromorphic continuation of Professor Bernard Dwork's unit root zeta function attached to an ordinary family of algebraic varieties defined over a finite field of characteristic p
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
AbstractIn this article, we study the representation of a group of automorphisms into the ℓ-adic coh...
AbstractMotivated by arithmetic applications, we introduce the notion of a partial zeta function whi...
In this article, we introduce a systematic new method to investigate the conjectural p-adic meromorp...
In this article we review the observation, due originally to Dwork, that the zeta-function of an ari...
AbstractIn this paper, we continue the investigation of the zeta function of divisors, as introduced...
AbstractThis article is all about two theorems on equations over finite fields which have been prove...
This article is all about two theorems on equations over finite fields which have been proved in the...
Thesis (Ph. D.)--University of Rochester. Dept. of Mathematics, 2016.Zeta functions of varieties ove...
In this paper, we prove the rank one case of Dwork’s conjecture on the p p -adic me...
In this paper, we prove the rank one case of Dwork’s conjecture on the p p -adic me...
AbstractIn this paper, we continue the investigation of the zeta function of divisors, as introduced...
We present an elementary elaboration of Dwork’s idea of explicit p-adic limit formulas for zeta func...
Motivated by arithmetic applications, we introduce the notion of a partial zeta function which gener...
this paper, we generalize the concept of a zeta function from zero cycles to higher dimensional cycl...
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
AbstractIn this article, we study the representation of a group of automorphisms into the ℓ-adic coh...
AbstractMotivated by arithmetic applications, we introduce the notion of a partial zeta function whi...
In this article, we introduce a systematic new method to investigate the conjectural p-adic meromorp...
In this article we review the observation, due originally to Dwork, that the zeta-function of an ari...
AbstractIn this paper, we continue the investigation of the zeta function of divisors, as introduced...
AbstractThis article is all about two theorems on equations over finite fields which have been prove...
This article is all about two theorems on equations over finite fields which have been proved in the...
Thesis (Ph. D.)--University of Rochester. Dept. of Mathematics, 2016.Zeta functions of varieties ove...
In this paper, we prove the rank one case of Dwork’s conjecture on the p p -adic me...
In this paper, we prove the rank one case of Dwork’s conjecture on the p p -adic me...
AbstractIn this paper, we continue the investigation of the zeta function of divisors, as introduced...
We present an elementary elaboration of Dwork’s idea of explicit p-adic limit formulas for zeta func...
Motivated by arithmetic applications, we introduce the notion of a partial zeta function which gener...
this paper, we generalize the concept of a zeta function from zero cycles to higher dimensional cycl...
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
AbstractIn this article, we study the representation of a group of automorphisms into the ℓ-adic coh...
AbstractMotivated by arithmetic applications, we introduce the notion of a partial zeta function whi...