abstract class Divariant[-CapsF[_[-_, +_]], -CapsLeft[_], -CapsRight[_], -R] extends AnyRef
ZLawsF2 for Divariant type constructors.
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- Divariant[CapsF, CapsLeft, CapsRight, R]
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- Divariant
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- new Divariant()
Abstract Value Members
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abstract
def
run[R1 <: R, F[-_, +_], A, B](genF: GenF2[R1, F], gen: Gen[R1, B])(implicit arg0: CapsF[F], arg1: CapsLeft[A], arg2: CapsRight[B], trace: Trace): ZIO[R1, Nothing, TestResult]
Test that values of type
F[+_,-_]satisfy the laws using the specified function to construct a generator ofF[A,B]values given a generator ofBvalues.
Concrete Value Members
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final
def
!=(arg0: Any): Boolean
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final
def
##(): Int
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def
+[CapsF1[x[-_, +_]] <: CapsF[x[_, _]], CapsLeft1[x] <: CapsLeft[x], CapsRight1[x] <: CapsRight[x], R1 <: R](that: Divariant[CapsF1, CapsLeft1, CapsRight1, R1]): Divariant[CapsF1, CapsLeft1, CapsRight1, R1]
Combine these laws with the specified laws to produce a set of laws that require both sets of laws to be satisfied.
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