2 citations · 2 across the 3 of their papers we have counts for
3 papers
math.NT2006
Asymptotics of abelian group-partitions and associated Dirichlet series
Tetsuya Momotani
We introduce a notion of a group-partition for a finite Abelian group, which is a generalized notion of the standard partition. To obtain asymptoticdistributions of group-partition…
math.NT2005
Regularized product expressions of higher Riemann zeta functions
Tetsuya Momotani
As a generalization of [KMW], we introduce a higher Riemann zeta function for an abstract sequence. Then we explicitly determine its regularized product expression.
math.NT2005★ 2 cited
Higher Selberg zeta functions for congruence subgroups
Tetsuya Momotani
As a generalization of the results [KW3],we study the functional equation of the higher Selberg zeta function for congruence subgroups. To obtain the gamma factor of this function,…