Universal instantiation: Revision history


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  • curprev 09:2609:26, 8 December 2020Jochen Burghardt talk contribs 3,098 bytes −11 →‎top: not sure that the substitution notation is less confusing; but if it is used, it should be consistent with the notation at substitution (logic); meaning of "A{x↦a}" needn't be explained a 2nd time undo
  • curprev 06:1606:16, 8 December 2020Thorimur talk contribs 3,109 bytes −6 The notation A(x) promises to confuse the reader when using it in tandem with the substitution notation (a/x). Technically, if we were to use A(x) to denote a formula with a free variable x, the substitution of a for x would be written as A(x)(a/x), since A(x) produces a formula that includes a free variable x, and (a/x) substitutes it. Or, we can simply take A to be a formula that may or may not involve a free x, and apply the substitution to it. I think that's less confusing! undo

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