3 papers
math.NT2026
On the finite transcendence of Frobenius traces for abelian varieties over
Yuto Tsuruta
The first purpose of this paper is to give the fnite transcendence of Frobenius traces for elliptic curves over without the assumption of complex multiplication (CM).…
math.NT2026
Applications of a formula of Maesaka-Seki-Watanabe type for multiple harmonic -sums
Yoshihiro Takeyama, Yuto Tsuruta
Maesaka, Seki and Watanabe proved a formula for multiple harmonic sums. Yamamoto generalized it to Schur-type multiple harmonic sums, and the second author proved a -analogue of…
math.NT2024
Maesaka-Seki-Watanabe's formula for multiple harmonic -sums
Yuto Tsuruta
Maesaka, Seki, and Watanabe recently discovered an equality called the MSW formula. This paper provides a -analogue of the MSW formula. It discusses the new proof of the duality…