This article claims to prove that all $\zeta(2n+1)$ for integer $n>0$ are irrational. Is it correct?

Question

I recently stumbled upon the following article:

• A formula for $\zeta$(2n + 1) and a proof of their irrationality

This article claims to prove that the values of the Riemann Zeta function at all odd positive integers are irrational. Last time I checked, this problem was categorized as "near to impossible with the current state of number theory". Naturally, I am a bit skeptic on whether this proof is correct. However, I do not have the time (or more precisely the required skill) to verify the proof by myself.

Is the proof in the above paper correct?

Answer 1

As shown in the comment section, the claim was withdrawn by the author.