1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.CO2025
Quadratic relations for ninth variations of Schur functions and application to Schur multiple zeta functions
Wataru Takeda, Yoshinori Yamasaki
Macdonald's ninth variation of Schur functions is a broad generalization of the classical Schur function and its variants, defined via the Jacobi-Trudi determinant formula. In this…
math.NT2023★ 1 cited
Some remarks on the -sequence
Kota Saito, Yuta Suzuki, Wataru Takeda +1
After the work of Bordellès, Dai, Heyman, Pan and Shparlinki (2018) and Heyman (2019), several authors studied the averages of arithmetic functions over the sequence and th…
math.NT2022
Symmetric Schur multiple zeta functions
Maki Nakasuji, Wataru Takeda
We introduce the multiple zeta functions with structures similar to those of symmetric functions such as Schur -, Schur -, symplectic and orthogonal functions in the represen…