P versus NP problem solution

This paper proposes that the P vs NP problem is a self-referential paradox inherent to logical systems. I argue that the complexity of deriving a proof for P vs NP is not a transient mathematical obstacle, but an empirical manifestation of the P ≠ NP condition itself. By analyzing the search-space of axiomatic derivations, we demonstrate that any attempt to collapse the P/NP gap through formal proof encounters a recursive barrier that validates the existence of the gap.