Except this was literally already solved 15 years ago by a White man. Now let's look at all of their w... and it's all completely derivative plagiarism.
1 year ago5 points(+0/-0/+5Score on mirror)1 child
> have wowed the math community again
Yeah, let's see... let's see if this is a "wowza niggers reinvent the wheel!!" moment.
> Mathematicians had long thought that using trigonometry to prove the theorem was unworkable
You literally draw a triangle, see what measurements say and what the formula says. So let's not pretend this is something relevant. If it matches up, even roughly, it's proven to be ~99%+ accurate at least.
Article provides no content. It links to [this](https://www.tandfonline.com/doi/full/10.1080/00029890.2024.2370240#d1e136).
> is a cyclotopic proof and not a trigonometric one
Alright, so some semantics attempt... which is btw worthless.
> blablabla
They regurgitate textbook formulas like sin²𝑥+ cos²𝑥=1, add some blabla to it.
> In this section, we verify that our proofs aren’t circular
Aha so "we looked into the textbook and are so retarded in regurgitating it that we are forced to provide evidence we aren't applying circular logic."
THEY DID NOTHING NEW. They looked up the textbook for wheel and said "if you make the wheel really round it works" and got nigger-loving cucks drooling all over the floor.
Not exactly. Pythagorean Theorem was long held tautological. About 15 years ago someone formed a proof based on transitive properties. These lying sheboons tried to copy that, and still did a poor job of it, then they wrote the same thing 15 more times in slightly different ways. They aren't even plagiarists since their stupid attempts aren't even valid because they made stupidly basic mistakes which cause the proof to be invalid.
Never thought to be impossible, but the tautology of sine to the measurements never really instilled intrest in a formal proof.
First formal proof widely published in 2009. Second a few years after, and directly references the first as inspiration.
https://www.cut-the-knot.org/pythagoras/Proof109.shtml
Pythagorean Theorem via Half-Angle Formulas
Nuno Luzia
Universidade Federal do Rio de Janeiro,
Instituto de Matemática
Rio de Janeiro 21941-909, Brazil
References
J. Zimba, On the Possibility of Trigonometric Proofs of the Pythagorean Theorem, Forum Geometricorum, Volume 9 (2009) 275-278.
Even reddit disproved this as they did the first time this ridiculous claim was made.