Alex Berkovich, Heng Huat Chan and Michael J. Schlosser

Wronskians of theta functions and series for $1/\pi$

(35 pages)

Abstract. In this article, we define functions analogous to Ramanujan's function $f(m)$ defined in his famous paper "Modular equations and approximations to $1/\pi$". We then show how these new functions lead to simpler formulas for series for $1/\pi$ associated with the classical, cubic and quartic base.

The following version is available:


Back to Michael Schlosser's home page.