Convergence verification of the Collatz problem
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Updated
Mar 18, 2024 - Shell
Convergence verification of the Collatz problem
The visual representation of The Simplest Math Problem No One Can Solve. (3N+1 Problem)
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
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.
The Collatz Conjecture is (not) the simplest math problem I am about to code. (my first mini project made in almost a single day!)
Collatz Sequence is a sequence in which after initial value (n) the next value is n/2 if n is even or 3n+1 if n is odd. The sequence continues until the value is 1. In this program the user can either input a value, see the sequence and its length or user can see the longest Collatz Sequence with an initial value that is under 1 million. The que…
Strong Generalization of the Collatz Conjecture
3n+1 differently
Collatz algorithm written in rust, compiled to WASM and used in a webproject. Chartjs used for graphics.
VT Programming team lecture 2016.02.09
Weird self-similarities and patterns are found when expanding the Collatz conjecture to the complex plane. This repo contains code for generating this fractal.
Visualization of the Collatz Hypothesis (3n + 1 dilemma, Syracuse problem)
Go implementation of code, exploring the Collatz conjecture, a famous mathematical problem
Golang implementation of 3N+1 problem
Highly optimized rust program to find the number with the largest steps from 1 to n following the collatz conjecture
C code for playing with the mathematical problem, the Collatz Conjecture
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