Mercurial > hg > Members > kono > Proof > category
graph
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Haskell Monoidal Funtor to Applicative doneFri, 24 Nov 2017 14:26:01 +0900, by Shinji KONO
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composition doneFri, 24 Nov 2017 13:20:14 +0900, by Shinji KONO
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add some toolsFri, 24 Nov 2017 11:32:41 +0900, by Shinji KONO
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...Thu, 23 Nov 2017 20:18:09 +0900, by Shinji KONO
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identity doneThu, 23 Nov 2017 18:24:44 +0900, by Shinji KONO
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...Thu, 23 Nov 2017 12:37:22 +0900, by Shinji KONO
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...Thu, 23 Nov 2017 12:08:42 +0900, by Shinji KONO
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fixThu, 23 Nov 2017 11:40:12 +0900, by Shinji KONO
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on going ...Thu, 23 Nov 2017 10:47:46 +0900, by Shinji KONO
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Sets is MonoidalThu, 23 Nov 2017 09:34:15 +0900, by Shinji KONO
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Applicative ⇔ MonoidalWed, 22 Nov 2017 14:07:17 +0900, by Shinji KONO
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fixWed, 22 Nov 2017 12:49:17 +0900, by Shinji KONO
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add Applicative and HaskellMonoidal FunctorWed, 22 Nov 2017 11:51:34 +0900, by Shinji KONO
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clean upWed, 22 Nov 2017 04:42:48 +0900, by Shinji KONO
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Monidal functor done.Wed, 22 Nov 2017 04:12:14 +0900, by Shinji KONO
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Monoidal Functor ( two functor remains )Wed, 22 Nov 2017 02:55:36 +0900, by Shinji KONO
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Monoidal Functor on going ...Wed, 22 Nov 2017 02:09:22 +0900, by Shinji KONO
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monodial cateogry and functorTue, 21 Nov 2017 22:42:33 +0900, by Shinji KONO
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add definitionsTue, 21 Nov 2017 10:28:53 +0900, by Shinji KONO
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Monoidal FunctorTue, 21 Nov 2017 09:57:42 +0900, by Shinji KONO
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fixTue, 21 Nov 2017 00:11:10 +0900, by Shinji KONO
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Monoidal category and applicative functorMon, 20 Nov 2017 22:52:55 +0900, by Shinji KONO
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fixMon, 13 Nov 2017 13:31:35 +0900, by Shinji KONO
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Added tag current for changeset 984518c56e96Mon, 13 Nov 2017 12:39:43 +0900, by Shinji KONO
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fixMon, 13 Nov 2017 12:39:30 +0900, by Shinji KONO
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fix commentSun, 12 Nov 2017 10:01:06 +0900, by Shinji KONO
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change argument of Limit and KSun, 12 Nov 2017 09:56:40 +0900, by Shinji KONO
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fix universal mapping done.Sun, 12 Nov 2017 01:29:47 +0900, by Shinji KONO
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fix againSun, 12 Nov 2017 00:53:32 +0900, by Shinji KONO
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fix monad/adjunction definitionSat, 11 Nov 2017 21:34:58 +0900, by Shinji KONO