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More lecture notes (#126)
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@@ -35,3 +35,5 @@ record Ring {n m} {A : Set n} (S : Setoid {n} {m} A) (_+_ : A → A → A) (_*_
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*DistributesOver+' = transitive *Commutative (transitive *DistributesOver+ (+WellDefined *Commutative *Commutative))
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*Associative' : {a b c : A} → ((a * b) * c) ∼ (a * (b * c))
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*Associative' = symmetric *Associative
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identIsIdent' : {a : A} → a * 1R ∼ a
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identIsIdent' = transitive *Commutative identIsIdent
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