A functional logarithmic formula for hypergeometric functions 3F2

Abstract

We give a sufficient condition for that the hypergeometric function 3F2 is a linear combination of the logarithmic function. The proof is based on the regulator formula which we proved in another preprint, arXiv:1709.04144.

12pages

References in corpus (2)

• An algebro-geometric study of special values of hypergeometric functions ${}_3{F}_2$
• Regulators of K_1 of Hypergeometric Fibrations