types - Evaluation relation In Pierce's book: meaning of "a relation satisfies a rule if ..." -
pierce writes in book in def. 3.5.2 :
a rule satisfied relation if, each instance of rule, either conclusion in relation or 1 of premises not.
so means if relation ( set of term pairs, pairs denoted t->t' ) contains element true->false
relation satisfies rules given in fig. 3-1 because def 3.5.2 not forbid presence of such elements in relation not instance of conclusion of rule.
so, in other words, element true->false
not instance of conclusion of e-if, definition 3.5.2 not tell whether true->false
can in relation satisfying rules in fig 3-1 or not. def 3.5.2 talks relation elements have form " if .... .... -> .... "
, not explicitly forbid ( or ) presence of element true->false
, example.
question : understanding of mine correct ?
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