sealed abstract class IsomorphismsLow0 extends IsomorphismsLow1
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- implicit def isoCommutative[A, B](implicit i: <=>[A, B]): <=>[B, A]
Set isomorphism is commutative
Set isomorphism is commutative
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- IsomorphismsLow1
- implicit def isoNaturalCommutative[F[_], G[_]](implicit i: <~>[F, G]): <~>[G, F]
Natural isomorphism is commutative
Natural isomorphism is commutative
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- IsomorphismsLow1
- implicit def isoNaturalRefl[F[_]]: <~>[F, F]
Natural isomorphism is reflexive
- implicit def isoRefl[A]: <=>[A, A]
Set isomorphism is reflexive
- final def ne(arg0: AnyRef): Boolean
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