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- If d̂' = (f' : d → d') is last then this lets you factor f̂ : R̂(d̂) → c uniquely via some w : d̂ → d̂'. In terms of d/D this looks like
- f̂ R̂(w) f̂'
- (R̂(d̂) → c) = (R̂(d̂) → R̂(d̂') → c)
- and if we expand it in terms of D
- f̂ = f : R(d) → c
- w : d → d'
- R̂(w) = R(w)
- f̂' = f' : R(d') → c
- it looks like
- f R(w) f'
- (R(d) → c) = (R(d) → R(d') → c).
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