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I was working on proving the equivalence between functional relations and functions in #1252, and I found myself wanting to prove (f a ≡ b) ≡ R a b
while having precisely the data for showing that R a
is a based identity system at f a
(in the sense of the 1lab). I know this means I could prove it directly, however I think it would be more useful to define (based) identity systems somewhere (perhaps Foundations.IdentitySystem
or Relation.Binary.IdentitySystem
) and prove that every based identity system is equal to Path
.
maxsnew
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