The Law of Non Contradiction Negates itself at the Meta-Level; Recursion Negates LNC
The Application of the LNC on LNC by degree of a recursive hierarchy results in LNC negating itself as the recursive hierarchy itself given LNC exists across the hierarchy resulting in a fixed point scale invariant state, between the identities that compose it thus resulting in the very same identities which compose LNC as not equalling themselves.
“=” identity equivalence
“=/=” identity non-equivalence
“<->” biconditional identity
A =/= -A
B =/= (A=/=-A)
((B=B), (B =/= -B))
((B =/= -B) = (A=/=-A)) = (C=/=-C)
((B = A), (-B = -A)) ↔ (B =/= -B) = (A=/=-A)
((B =/= A), (B =/= -A)) ↔ (B =/= (A=/=-A))
((B=A), ((B=/=A) = (B =/= B)))
If “=” exists in distinct stages, and each state requires a corresponding identity of the stage as S=S, S1=S1, S2=S2, etc. than equality is divided according to each state as a fixed point of identity division and any application of “=” is a application of division of the distinct heirarchies of equality itself.
****All standard formalism, rules, syntax and semantics are subject to LNC if they are to have identity, thus the meta-formalism is prior to such objects.
Think about what “=” means, and is supposed to mean, at each stage of the game.
This is a perfect example of what I wrote about how trusting AI is so dangerous. It will infect your mind with non-existence, because it too does not… exist.
And give you every fancy fallacy and illusion under the sun to fall into its tendency for non-meaning.
If “=” exists in distinct stages, and each state requires a corresponding identity of the stage as S=S, S1=S1, S2=S2, etc. than equality is divided according to each state as a fixed point of identity division and any application of “=” is a application of division of the distinct heirarchies of equality itself.
YOu are wrong by your own reasoning. It is called retortion as in the very act of stating a skeptical claim (e.g., “there is no absolute truth”) contradicts the claim…you use = signs to show that = can mean not =.