1 citations · 2 across the 3 of their papers we have counts for
4 papers · 1 filter
Algebra structure of multiple zeta values in positive characteristic
Chieh-Yu Chang, Yen-Tsung Chen, Yoshinori Mishiba
This paper is a culmination of [CM20] on the study of multiple zeta values (MZV's) over function fields in positive characteristic. For any finite place of the rational functio…
Taylor coefficients of Anderson-Thakur series and explicit formulae
Chieh-Yu Chang, Nathan Green, Yoshinori Mishiba
For each positive characteristic multiple zeta value (defined by Thakur), the first and third authors constructed a -module together with an algebraic point such that a specifie…
Periods of third kind for rank 2 Drinfeld modules and algebraic independence of logarithms
Chieh-Yu Chang
In analogy with the periods of abelian integrals of differentials of third kind for an elliptic curve defined over a number field, we introduce a notion of periods of third kind fo…
Algebraic independence of arithmetic gamma values and Carlitz zeta values
Chieh-Yu Chang, Matthew A. Papanikolas, Dinesh S. Thakur +1
We consider the values at proper fractions of the arithmetic gamma function and the values at positive integers of the zeta function for F_q[theta] and provide complete algebraic i…