Taelman L-Values for Drinfeld Modules over Tate Algebras
arXiv:1807.01734
Abstract
In the present paper, we analyze Taelman L-values corresponding to Drinfeld modules over Tate algebras of arbitrary rank. Using our results, we also introduce an L-series converging in Tate algebras which can be seen as a generalization of Pellarin L-series.
26 pages