Proof of Collatz Conjecture

Re: Proof of Collatz Conjecture

Postby Guest » Mon Nov 08, 2021 5:37 am

"I am very confident that the Collatz conjecture is true. And that my work supports my claim. And I have moved on...
However, if anyone can refute my work, then I'll rescind my claim." -- Dave.

Go Blue! :D
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Re: Proof of Collatz Conjecture

Postby Guest » Fri Dec 24, 2021 4:34 am

Guest wrote:"I am very confident that the Collatz conjecture is true. And that my work supports my claim. And I have moved on...
However, if anyone can refute my work, then I'll rescind my claim." -- Dave.

Go Blue! :D


Final Remark (Hmm): The [tex]3n_{0} + 1[/tex] Problem (Collatz Conjecture) has [tex]n_{0} ≡ \pm 1[/tex] (mod 4) solutions for a given index, t. The solutions are not unique for a given index, t. We assume [tex]n_{0} \gets 4n_{0} \pm 1[/tex].

Reference Link:

https://theory-of-energy.org/2020/09/17/a-brief-analysis-of-the-collatz-conjecture/

Note:
All odd integers > 1 are either in
the sequence 5, 9, 13, …, 4n +1 or in the sequence 3, 7, 11, …, 4n – 1 where n > 0.
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Re: Proof of Collatz Conjecture

Postby Guest » Fri Dec 24, 2021 4:40 am

Hmm. I have always thought something oddly was missing...

Dave. :D
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Re: Proof of Collatz Conjecture

Postby Guest » Fri Dec 24, 2021 5:10 am

Guest wrote:Hmm. I have always thought something oddly was missing...

Dave. :D


And ignorance is not bliss! Without good friends, life is exceedingly difficult. Amen!
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Re: Proof of Collatz Conjecture

Postby Guest » Sun Dec 26, 2021 7:31 pm

Quote of the Day: "In regards to the Collatz conjecture, what's true for one positive odd integer (either 4n + 1 or 4n - 1 where n > 0) is true for all positive odd integers..."

Do you agree? :?
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Re: Proof of Collatz Conjecture

Postby Guest » Sat Jul 30, 2022 1:45 pm

Guest wrote:Quote of the Day: "In regards to the Collatz conjecture, what's true for one positive odd integer (either 4n + 1 or 4n - 1 where n > 0) is true for all positive odd integers..."

Do you agree? :?
Attachments
A Brief Analysis of the Collatz Conjecture – THEORY OF ENERGY.pdf
FYI:
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Re: Proof of Collatz Conjecture

Postby Nobody Knows » Wed Nov 16, 2022 12:10 pm


Nobody Knows
 
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Re: Proof of Collatz Conjecture

Postby Guest » Mon Oct 02, 2023 11:19 am

Why are people posting purported proofs of the Collatz conjecture here?

Create a new topic and post your work....
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