Several formulae for calculating a billion digits of Pi in under a an hour, using python and GMPY2

The Chudnovsky algorithm for calculating the digits of Pi

Chudnovsky algorithm implementation in Python

calculates pi and e (euler's constant) upto millions of digits

Modular Spectrum of Pi: reference implementation of the Stride-6 engine. Unifies Chudnovsky's series with DSP polyphase decomposition in Z/6Z. Validated at 100M digits with 95% parallel efficiency. Features a Shared-Nothing architecture to bypass the memory wall and maximize cache alignment.

Python implementations of various algorithms for approximating the mathematical constant Pi (π), as presented in a German high school term paper. Includes experimental, geometric, probabilistic, and algorithmic methods.

PI digits calculated with Chudnovsky algorithm

Life of PI aims to provide users with a comprehensive platform to explore, calculate, and visualize the value of Pi to an extensive number of decimal places. Leveraging the power of modern computational techniques and algorithms, Life of PI stands as a testament to the beauty and complexity of mathematics.

A fun project related to calculation of Pi(π)

Calculation of digits of Pi with high precision. Parallelized/Multi-threaded. Tested for upto 1 Billion digits. Uses Chudnovsky algorithm with Binary Splitting. Also, uses libgmp for arbitrary precision arithmetic. NOTE: Now also contains KMP algorithm for pattern matching.

A miniature program that can compute Pi to millions of digits.