Pi approximations calculated using infinite series and Monte Carlo methods
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Updated
Aug 17, 2022 - Python
Pi approximations calculated using infinite series and Monte Carlo methods
Pi approximation using Archimedes' polygon algorithm
Multithreaded Pi Approximation using Monte Carlo method
An implementation of the π approximation using block collisions (3Blue1Brown's video: https://youtu.be/HEfHFsfGXjs).
Monte-Carlo coin toss simulation approximating the LerchPhi function.
Official repository for 'The Modular Spectrum of π'. Source code and proofs unifying the 6k ± 1 prime channel structure, Level 58 Ramanujan-Sato series (via PSLQ), and arithmetic supercongruences.
An approximation of π calculated via Monte Carlo method and proposed in Jupyter Notebook. A solution for Computer Simulation (40634-1 Sharif UT, Spring 2023) homework, the 1st series.
In this repository you can find all of my assignments for Fundamentals of Programming Course when I was in 1st semester of my bachelor's at IAUSTB.
Approximation de π utilisant la formule de Chudnovsky.
Simple Monte Carlo Simulation (𝛑 Approximation)
A pi approximator done in processing
A simple project that approximates PI with using random points that are either inside or outside a circle.
Pi approximation using Monte Carlo Simulation.
Two programs that approximate Pi. Use the standard version ("official" formula) or the custom version where it takes less iterations to get the first 5 digits of Pi, but I'm not sure how accurate it truly is.
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