trait InvariantMonoidalTests[F[_]] extends InvariantSemigroupalTests[F]
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- abstract def laws: InvariantMonoidalLaws[F]
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- InvariantMonoidalTests → InvariantSemigroupalTests → SemigroupalTests → InvariantTests
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- def invariant[A, B, C](implicit arg0: Arbitrary[A], arg1: Arbitrary[B], arg2: Arbitrary[C], ArbFA: Arbitrary[F[A]], CogenA: Cogen[A], CogenB: Cogen[B], CogenC: Cogen[C], EqFA: Eq[F[A]], EqFC: Eq[F[C]]): RuleSet
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- InvariantTests
- def invariantMonoidal[A, B, C](implicit arg0: Arbitrary[A], arg1: Arbitrary[B], arg2: Arbitrary[C], ArbFA: Arbitrary[F[A]], ArbFB: Arbitrary[F[B]], ArbFC: Arbitrary[F[C]], CogenA: Cogen[A], CogenB: Cogen[B], CogenC: Cogen[C], EqFABC: Eq[F[(A, (B, C))]], EqFABC2: Eq[F[(A, B, C)]], iso: Isomorphisms[F], EqFA: Eq[F[A]], EqFB: Eq[F[B]], EqFC: Eq[F[C]]): RuleSet
- def invariantSemigroupal[A, B, C](implicit arg0: Arbitrary[A], arg1: Arbitrary[B], arg2: Arbitrary[C], arbFA: Arbitrary[F[A]], arbFB: Arbitrary[F[B]], arbFC: Arbitrary[F[C]], CogenA: Cogen[A], CogenB: Cogen[B], CogenC: Cogen[C], EqFA: Eq[F[A]], EqFB: Eq[F[B]], EqFC: Eq[F[C]], EqFABC: Eq[F[(A, (B, C))]], EqFABC2: Eq[F[(A, B, C)]], iso: Isomorphisms[F]): RuleSet
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- InvariantSemigroupalTests
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- def semigroupal[A, B, C](implicit arg0: Arbitrary[A], arg1: Arbitrary[B], arg2: Arbitrary[C], iso: Isomorphisms[F], ArbFA: Arbitrary[F[A]], ArbFB: Arbitrary[F[B]], ArbFC: Arbitrary[F[C]], EqFA: Eq[F[A]], EqFABC: Eq[F[(A, B, C)]]): RuleSet
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- SemigroupalTests
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