Hey there,
A post on the Collatz Conjecture.
The problem is very basic in itself but Paul Erdos himself said that mathematics are not yet ready for such problems when asked about the conjecture, which shows you how tough of a problem it is.
You might also know this problem by the name the Syracuse conjecture, you start of with any integer greater or equal to 1, if it's even you divide it by 2 and repeat the process with the new number, if it's odd, you multiply it by 3 and add 1 to it, the Collatz conjecture states that you will, at a certain point, reach the sequence 4,2,1,4,2,1...
This is still unproven and a great exemple that a simple question doesn't necessarily have a simple answer !
Here's a visualization of the numbers with an orbit length of 19 or less ( the length of the sequence that leads to 1)
This is not my visualization, for the original, check : https://www.jasondavies.com/collatz-graph/
Any thoughts on how to approach the problem ?
Just starting on Steemit, any feedback is appreciated !
For more : @formulas on Steemit or @formulas_for_your_comfort on Instagram ! Thanks for taking the time to read !
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