G. Shibukawa

collaborators

2 papers

math.CA2026

A degeneration of the generalized Zwegers' $I^¼$ -function according to the Ramanujan difference equation

G. Shibukawa, S. Tsuchimi

In this paper, we introduce the little $I^¼$ -function, which is obtained as a degenerate limit of the generalized $I^¼$ -function. We derive the little $I^¼$ -function as the image of t…

math.CA2025

A generalization of Zwegers' multivariable $I^¼$ -function

G. Shibukawa, S. Tsuchimi

We introduce a one parameter deformation of Zwegers' multivariable $I^¼$ -function by applying iterations of the $q$ -Borel summation method, which is also a multivariate analogue of…

A degeneration of the generalized Zwegers' I^¼-function according to the Ramanujan difference equation

A generalization of Zwegers' multivariable I^¼-function

A degeneration of the generalized Zwegers' $I^¼$ -function according to the Ramanujan difference equation

A generalization of Zwegers' multivariable $I^¼$ -function