Proof of Collatz Conjecture

See every problem as a challenge

Collatz conjecture states that : start with any positive integer n. If the integer is odd, multiply it by 3 and add 1. If the number is even, keep on dividing it by 2 until an odd integer is obtained. After repeating this sequence again and again, one will be obtained as the final result. It is also known as the 3n+1 problem or the Ulam Conjecture.

bookmark_border

Bookmark

play_arrow

Overview

Information on this page is provided by the innovator and has not been evaluated by HundrED.

2020

Established

-

Children

1

Countries

Target group

All

Updated

October 2021

Focus on solution instead of problem.

About the innovation

Why did you create this innovation?

Collatz Conjecture is one of the oldest unsolved problems in mathematics. Solving this problem could open doors to a new dimension of mathematics. It also shows how basic mathematical concepts can be used effectively to solve one of the most challenging problems in mathematics.

What does your innovation look like in practice?

It primarily open doors to a more basic and advanced dimension of mathematics. It not only proves the conjecture, but more than that.
Link to view the proof on YouTube is available below-
https://youtu.be/KvroGjU-aqc

How has it been spreading?

This proof has been published in Quest Journal. Moreover, it is growing on Quora.

If I want to try it, what should I do?

If you want to know more about the proof, email me at-
paras2002gupta@gmail.com