Prior on Propositional Identity

Analysis 36 (4):182-184 (1976)
Let A, B, C stand for sentences expressing propositions; let A be a component of C; let C A/B be just like C except for replacing some occurrence of A in C by an occurrence of B; let = be a binary connective for propositional identity read as ‘the proposition that __ is the very same proposition as …’. Then authors defend adding ‘from C = C A/B infer A = B’ to Prior’s rules for propositional identity, appearing in OBJECTS OF THOUGHT.
Keywords Prior  propositional identity
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DOI 10.1093/analys/36.4.182
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