7 citations · 7 across the 2 of their papers we have counts for
5 papers · 1 filter
Applications of non-Archimedean integration to the -series of -sheaves
David Goss
Let be a -sheaf. Building on previous work of Drinfeld, Anderson, Taguchi, and Wan, Böckle and Pink \cite{bp1} develop a cohomology theory for $\underli…
Can a Drinfeld module be modular?
David Goss
Let be a global function field with field of constants $\Fr$ and let be a fixed place of . In his habilitation thesis \cite{boc2}, Gebhard Böckle attaches abelian G…
The impact of the infinite primes on the Riemann hypothesis for characteristic p L-series
David Goss
In math.NT/9907019 we proposed an analog of the classical Riemann hypothesis for characteristic p valued L-series based on the work of Wan, Diaz-Vargas, Thakur, Poonen, and Sheats…
A Riemann Hypothesis for characteristic p L-functions
David Goss
We propose analogs of the classical Generalized Riemann Hypothesis and the Generalized Simplicity Conjecture for the characteristic p L-series associated to function fields over a…
Separability, multi-valued operators, and zeroes of L-functions
David Goss
Let $\k$ be a global function field in 1-variable over a finite extension of $\Fp$, prime, a fixed place of $\k$, and $\A$ the ring of functions of $\k$ regular outsid…