Kun-Yue Li

collaborators

2 papers

cs.LG2026

An algebraic proof of Colombo's difference-power determinant conjecture

Kun Li, Li Tie, Peng Wang +1

Let $n \geq 2$ be even, let $λ = (λ_{1}, \dots, λ_{n}) \in R^{n}$ have pairwise distinct coordinates, and define the difference-power matrix \[ A_d(λ) := \bigl[(λ_r-λ_s)^d\bigr]_{r,s=1}…

math.NT2026

$F_{q}$ -linear relations among Thakur's multiple zeta values in positive characteristic

Jinyuan Hu, Hanqing Huang, Li Lai +1

Let $Z_{w}^{(F_{q})}$ be the $F_{q}$ -linear subspace of $F_{q} ((θ^{- 1}))$ spanned by Thakur's multiple zeta values $ζ_{A} (s)$ of weight $w…

An algebraic proof of Colombo's difference-power determinant conjecture

Fq​-linear relations among Thakur's multiple zeta values in positive characteristic

$F_{q}$ -linear relations among Thakur's multiple zeta values in positive characteristic