What connections if any are there between Turing invariants or Martin's conjecture and invariants found in locally-finite partially ordered sets (causal sets)?

What connections if any are there between Turing invariants or Martin’s conjecture and invariants found in locally-finite partially ordered sets (causal sets)?

I am a retired physicist without experience in set theory. I found a variational formulation for causal sets that extracts invariat structures from symmetries (Complexity, Vol 17, pp. 19-38, 2011). In preliminary tests, these structures corresponded to physical observables.

I have reason to believe that there might be connections between my formulation and Turing invariants or Martin's conjecture, such as one being a particular case of the other.

I am seeking answers and/or a collaboration with a mathematician to search for possible connections. I can help discussing my formulation and I also have a computer setup that can do calculations if necessary.

Sergio Pissanetzky

flag	asked Apr 24 2012 at 20:41 unknown (google) 1

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