6 citations · 7 across the 7 of their papers we have counts for
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Weighted sum formula for variants of half multiple zeta values
Hanamichi Kawamura, Takumi Maesaka, Masataka Ono
We prove some weighted sum formulas for half multiple zeta values, half finite multiple zeta values, and half symmetric multiple zeta values. The key point of our proof is Dougall'…
On the refined Kaneko-Zagier conjecture for general integer indices
Masataka Ono, Shuji Yamamoto
The refined Kaneko-Zagier conjecture claims that the algebras spanned by two kinds of "completed" finite multiple zeta values, called - and -MZVs, are isomorphic.…
-adic symmetrization map on harmonic algebra
Masataka Ono
Bachmann, Takeyama and Tasaka introduced a -linear map , which we call the symmetrization map in this paper, on the harmonic algebra . They calculate…
Ohno-type relation for interpolated multiple zeta values
Minoru Hirose, Hideki Murahara, Masataka Ono
We prove the Ohno-type relation for the interpolated multiple zeta values, which was introduced first by Yamamoto. Same type results for finite multiple zeta values are also given.…
A note on -multiple zeta values
Masataka Ono, Kosuke Sakurada, Shin-ichiro Seki
For several evaluations of special values and several relations known only in -multiple zeta values or -multiple zeta values, we prove that they are u…
Truncated -adic symmetric multiple zeta values and double shuffle relations
Masataka Ono, Shin-ichiro Seki, Shuji Yamamoto
We study a refinement of the symmetric multiple zeta value, called the -adic symmetric multiple zeta value, by considering its finite truncation. More precisely, two kinds of re…