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* Theorems for Godel-sets (3)
The proof that ( ( M Sat E ) ` N ) is a function, as indicated in the definition ~df-sat, which was missing in PR #3572, is available now (see ~satffun).
Changes in main set.mm:
* ~bj-2ex moved as ~2oex from BJ's mathbox
* ~ralrexbid, ~elneeldif, ~rexdifi added
* ~dmopabelb, ~dmopab2rex added
* ~releldmdifi, ~funfv1st2nd, ~funelss, ~funeldmdif added
* ~omsucne, ~1one2o added
Changes in MC's mathbox:
* theorems for "Godel-set for the Sheffer stroke NAND" added (~gonafv, ~gonanegoal)
* ~satfvsucsuc added
* theorems for Godel-formulas added (~fmlasssuc, ~fmlan0, ~gonan0, ~goaln0, ~gonar, ~goalr)
* theorems for disjoint sets of Godel-formulas added (~fmla0disjsuc, ~fmlasucdisj)
* main theorem ~satffun added (together with some lemmata)
*
* typos corrected, theorem satff added
* theorem ~satff added and mentioned in the comment of ~df-sat
* formatting
* correction of copy&paste error
detected by Gérard Lang.
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Co-authored-by: tirix <[email protected]>
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