All the proofs of machine closure of a temporal formula I've seen are written outside of TLA, talking about things like prefixes of behaviors and other such things that can't really be expressed inside TLA. So how do you:
1. State "formula F is machine-closed" as a proposition in TLA
2. Write a proof of that theorem using functionality available in TLAPS
3. Alternatively, model-check that F is machine closed over a finite model
Is it possible to do any of these things? Thanks!
Andrew Helwer