Euler Perfect Box

29 May 2024, Version 1
This content is an early or alternative research output and has not been peer-reviewed by Cambridge University Press at the time of posting.

Abstract

1- I chose a box of different dimensions. H = a, W = a + r, L = a + k, and (k ≠ r ≠ a) Substitute in equation: g^2 =a^2 +b^2 +c^2, g ∈ N+ ⇒ a =r = k … contradiction to (k ≠ r ≠ a) If (k ≠ r ≠ a) ⇒ g ∉ N+ 2- If W = L, or W = L = H ⇒ d (diagonal) ∉ N+ ∴ from all above the Euler Perfect Box doesn’t exist.

Keywords

Euler
Perfect Box
Math
Unsolved Math
Taha
UK
USA
Kurdistan

Comments

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Comment number 2, Taha Muhammad: Aug 14, 2024, 02:45

Dear Author(s) Taha Muhammad, Title: Euler Perfect Box Mitteilungen Klosterneuburg Journal has completed the review process of the above article. The good news is that the submitted paper qualifies for publication in Mitteilungen Klosterneuburg.

Comment number 1, Taha Muhammad: Jun 13, 2024, 22:16

Your program is a clear assault on the privacy of my four innovations, which are the result of seven years of my effort to solve Collatz, Euler, and Fermat! And the secrets of my work were discovered, perhaps by someone who intends to steal my ideas and the secrets of my solutions. Therefore, I ask you to delete all of my papers and not publish them to people because I thought that your program was honorable and qualified for evaluation and publication. Unfortunately, I revealed the secrets of my innovations to everyone.