Linear relations among points in E(L) for a Drinfeld module E over a finite extension L of F_q(t) are given by the solution space of an explicitly constructed homogeneous linear system over F_q[t], which also supplies an explicit bound on the size of a generating set.
Yu, Analytic homomorphisms into Drinfeld modules, Ann
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
fields
math.NT 2years
2020 2verdicts
UNVERDICTED 2representative citing papers
Proves integrality of v-adic MZVs ζ_A(s)_v for almost all v via valuation estimates, as a function-field analogue of known p-adic results.
citing papers explorer
-
Linear equations on Drinfeld modules
Linear relations among points in E(L) for a Drinfeld module E over a finite extension L of F_q(t) are given by the solution space of an explicitly constructed homogeneous linear system over F_q[t], which also supplies an explicit bound on the size of a generating set.
-
Integrality of $v$-adic multiple zeta values
Proves integrality of v-adic MZVs ζ_A(s)_v for almost all v via valuation estimates, as a function-field analogue of known p-adic results.