Singular values of some modular functions
Noburo Ishii, Maho Kobayashi
TL;DR
This paper investigates the properties of special values of modular functions derived from the Weierstrass P-function evaluated at imaginary quadratic points, contributing to the understanding of their algebraic and analytical characteristics.
Contribution
It provides new insights into the behavior and properties of these modular function values at imaginary quadratic points, expanding existing mathematical knowledge.
Findings
Characterization of algebraic properties of special values
Identification of symmetry and transformation behaviors
Potential applications to number theory and complex analysis
Abstract
We study the properties of special values of the modular functions obtained from Weierstrass P-function at imaginary quadratic points.
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