Catalan's Constant to 1,500,000 Places

This volume offers a meticulous account of a monumental numerical computation: the calculation of Catalan’s constant to one‑and‑a‑half million decimal places. The author walks listeners through the algorithmic choices, including an integer‑only main loop and an Euler‑transform acceleration, while explaining the underlying mathematics that makes such precision possible.

Beyond the raw numbers, the work delves into the practical challenges of high‑performance computing on a Sun Sparc20, detailing the seven‑day runtime and the software tools—like the LiDIA library—that enabled the feat. Listeners will gain insight into the careful verification process, the handling of massive data, and the significance of extending a classic constant to unprecedented lengths.