Prime Numbers

Friday, 20 February 2015

Collatz - restated without the halving.

›
Here's the way of reformulating Collatz chains that I have been using. This gives us a way to express the conditions for 1) the existenc...
2 comments:
Tuesday, 17 February 2015

An attempted proof that there are no Collatz loops higher than 1, 4, 2

›
I think I've spotted the flaw in this, but will leave it up below for now. To explain very briefly, I find two different ways to appr...
Monday, 20 October 2014

Level n numbers tend to 1 in 2(3^n)/3 of the outputs produced by the 'pqr function'

›
An attempt at a geometrical proof  that the proportion of level n Collatz numbers in a very large region tends to 1 in 2(3^n)/3 of the ou...
Thursday, 24 October 2013

A binary representation of the Collatz conjecture part 2

›
We can make several probabilistic observations from this method. And also there are a few things that we can note about the way the pat...

A binary representation of the Collatz conjecture

›
Here is a restatement of the Collatz conjecture expressed in binary numbers. It is a compression and extension of recent posts on this ...
›
Home
View web version

About Me

Unknown
View my complete profile
Powered by Blogger.