Formally, the class Profunctor represents a profunctor from Hask -> Hask. Intuitively it is a bifunctor where the first argument is contravariant and the second argument is covariant.
21 lines
780 B
Makefile
21 lines
780 B
Makefile
# $NetBSD: buildlink3.mk,v 1.1 2020/01/03 05:03:54 pho Exp $
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BUILDLINK_TREE+= hs-profunctors
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.if !defined(HS_PROFUNCTORS_BUILDLINK3_MK)
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HS_PROFUNCTORS_BUILDLINK3_MK:=
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BUILDLINK_API_DEPENDS.hs-profunctors+= hs-profunctors>=5.5.1
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BUILDLINK_ABI_DEPENDS.hs-profunctors+= hs-profunctors>=5.5.1
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BUILDLINK_PKGSRCDIR.hs-profunctors?= ../../math/hs-profunctors
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.include "../../devel/hs-base-orphans/buildlink3.mk"
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.include "../../math/hs-bifunctors/buildlink3.mk"
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.include "../../math/hs-comonad/buildlink3.mk"
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.include "../../math/hs-contravariant/buildlink3.mk"
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.include "../../math/hs-distributive/buildlink3.mk"
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.include "../../devel/hs-tagged/buildlink3.mk"
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.include "../../math/hs-semigroups/buildlink3.mk"
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.endif # HS_PROFUNCTORS_BUILDLINK3_MK
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BUILDLINK_TREE+= -hs-profunctors
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