Interface CoProduct3<A, B, C, CP3 extends CoProduct3<A,B,C,?>>
- Type Parameters:
A- the first possible typeB- the second possible typeC- the third possible typeCP3- the recursive type of this coproduct (used for embedding)
- All Known Implementing Classes:
Choice3, Choice3._A, Choice3._B, Choice3._C, ComparisonRelation, ComparisonRelation.Equal, ComparisonRelation.GreaterThan, ComparisonRelation.LessThan, These, These._A, These._B, These.Both
- Functional Interface:
- This is a functional interface and can therefore be used as the assignment target for a lambda expression or method reference.
A generalization of the coproduct of three types.
- See Also:
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Method Summary
Modifier and TypeMethodDescriptiondefault CoProduct2<A, B, ? extends CoProduct2<A, B, ?>> Converge this coproduct down to a lower order coproduct by mapping the last possible type into an earlier possible type.default <D> CoProduct4<A, B, C, D, ? extends CoProduct4<A, B, C, D, ?>> diverge()Diverge this coproduct by introducing another possible type that it could represent.default <R> Rembed(Fn1<? super CP3, ? extends R> aFn, Fn1<? super CP3, ? extends R> bFn, Fn1<? super CP3, ? extends R> cFn) Embed this coproduct inside another value; that is, given morphisms from this coproduct toR, apply the appropriate morphism to this coproduct as a whole.<R> Rmatch(Fn1<? super A, ? extends R> aFn, Fn1<? super B, ? extends R> bFn, Fn1<? super C, ? extends R> cFn) Type-safe convergence requiring a match against all potential types.project()Project this coproduct onto a product.projectA()Convenience method for projecting this coproduct onto a product and then extracting the first slot value.projectB()Convenience method for projecting this coproduct onto a product and then extracting the second slot value.projectC()Convenience method for projecting this coproduct onto a product and then extracting the third slot value.
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Method Details
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match
<R> R match(Fn1<? super A, ? extends R> aFn, Fn1<? super B, ? extends R> bFn, Fn1<? super C, ? extends R> cFn) Type-safe convergence requiring a match against all potential types.- Type Parameters:
R- result type- Parameters:
aFn- morphismA -> RbFn- morphismB -> RcFn- morphismC -> R- Returns:
- the result of applying the appropriate morphism to this coproduct's unwrapped value
- See Also:
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diverge
Diverge this coproduct by introducing another possible type that it could represent.- Type Parameters:
D- the additional possible type of this coproduct- Returns:
- a
CoProduct4<A, B, C, D> - See Also:
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converge
default CoProduct2<A, B, ? extends CoProduct2<A,B, converge?>> (Fn1<? super C, ? extends CoProduct2<A, B, ?>> convergenceFn) Converge this coproduct down to a lower order coproduct by mapping the last possible type into an earlier possible type. This is the categorical dual ofCoProduct2.diverge(), which introduces the typeCand raises the order from 2 to 3.The following laws hold for any two coproducts of single order difference:
- Cancellation:
coProductN.diverge().converge(CoProductN::a) == coProductN
- Parameters:
convergenceFn- function from last possible type to earlier type- Returns:
- a
CoProduct2<A, B>
- Cancellation:
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project
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projectA
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projectB
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projectC
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embed
default <R> R embed(Fn1<? super CP3, ? extends R> aFn, Fn1<? super CP3, ? extends R> bFn, Fn1<? super CP3, ? extends R> cFn) Embed this coproduct inside another value; that is, given morphisms from this coproduct toR, apply the appropriate morphism to this coproduct as a whole. Likematch(Fn1, Fn1, Fn1), but without unwrapping the value.- Type Parameters:
R- result type- Parameters:
aFn- morphismA v B v C -> R, applied in theAcasebFn- morphismA v B v C -> R, applied in theBcasecFn- morphismA v B v C -> R, applied in theCcase- Returns:
- the result of applying the appropriate morphism to this coproduct
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