Convergence verification of the Collatz problem

The Collatz Conjecture is (not) the simplest math problem I am about to code. (my first mini project made in almost a single day!)

An interactive python based program for hailstone sequence calculation, the numbers that increase and decrease but eventually settles into a repeating pattern of the numbers 4, 2, 1. The sequence is generated by starting with any positive whole number greater than zero. Also plot graphs which reveals the true beauty of conjecture

Python programs created to study the conjecture.

This is a small programm, I wrote to visuallize the Collatz Conjecture for any wished number.

The visual representation of The Simplest Math Problem No One Can Solve. (3N+1 Problem)

3n+1 differently

The Collatz Conjecture | 3N + 1

A computational service and API for exploring and understanding the Collatz Conjecture. Continuously calculates Collatz sequences from any given number and stores results in a SQLite database for querying and analysis.

Research based around a simple yet fascinating repetitive piecewise function.

コラッツ数列生成器

Arc diagram visualization of the parity Collatz function from the famous conjecture.

Golang implementation of 3N+1 problem

The Collatz conjecture is one of the most famous unsolved problems in mathematics. The conjecture asks whether repeating two simple arithmetic operations will eventually transform every positive integer into 1.

Convergence verification of the Collatz problem

This is my solution or the Collatz Sequence project assignment from Chapter 3 of Automate the Boring Stuff with Python

An analysis of the Collatz Conjecture using visual data representation in various forms.

A visualization of the Collatz Conjecture for any initial positive integer, n, checking until the sequence eventually narrows down to 1.

Just a minimal tester for collatz conjecture

Desafío de programación sobre la Conjetura de Collatz