Does P = NP ? Do you believe in 'Providence' ? (God or nature)…
'Heuristics & Existentialism' will carry humanity high towards {P ≠ NP} as a 'sum' of the "exhaustive ego" & "rational act"!
However, off-consensus on whether {P=NP}: phenomenological question for mathematicians & computer scientists.
Belief in God = "Existence precedes essence".
This is the kind of high minded wanderings that I come to Nostr for. :P
If ∃x.G(x) = "God exists" according to Gödel, {P = NP} for an equivalent hypothesis then ∃x.G(x) = {P = NP}; which will develop an 'incomplete theological validation' with various believers!
If {P ≠ NP} elaborate a "completeness of the bohemian theodicy" of Bolzano-Weierstrass such as: -1 or i = √-1, then ∃x.G(x) = {P ≠ NP} because not only “good” also “evil” were part of the double probability of God..
So, "do We believe in God" = Recognition of a total entity!
