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  • ...
    Mon, 11 Dec 2017 18:44:47 +0900, by Shinji KONO
  • composition connected
    Mon, 11 Dec 2017 17:33:29 +0900, by Shinji KONO
  • ...
    Mon, 11 Dec 2017 15:58:52 +0900, by Shinji KONO
  • ...
    Mon, 11 Dec 2017 11:45:04 +0900, by Shinji KONO
  • monad to haskell monoidal done.
    Mon, 11 Dec 2017 11:01:23 +0900, by Shinji KONO
  • ...
    Mon, 11 Dec 2017 01:45:18 +0900, by Shinji KONO
  • ...
    Sun, 10 Dec 2017 23:19:37 +0900, by Shinji KONO
  • connected
    Sun, 10 Dec 2017 22:26:01 +0900, by Shinji KONO
  • FMap remains
    Sun, 10 Dec 2017 21:01:06 +0900, by Shinji KONO
  • assoc start
    Sun, 10 Dec 2017 17:55:28 +0900, by Shinji KONO
  • yellow removed
    Sun, 10 Dec 2017 15:16:24 +0900, by Shinji KONO
  • yellow on idrφ
    Sun, 10 Dec 2017 14:30:11 +0900, by Shinji KONO
  • ...
    Sun, 10 Dec 2017 11:28:03 +0900, by Shinji KONO
  • ...
    Sat, 09 Dec 2017 11:51:30 +0900, by Shinji KONO
  • ...
    Fri, 08 Dec 2017 18:36:31 +0900, by Shinji KONO
  • ...
    Fri, 08 Dec 2017 17:51:33 +0900, by Shinji KONO
  • .. give up Monad to monoidal functor in general
    Tue, 05 Dec 2017 17:04:03 +0900, by Shinji KONO
  • nat-ε
    Tue, 05 Dec 2017 01:57:41 +0900, by Shinji KONO
  • assuming C = kleisli
    Tue, 05 Dec 2017 00:47:01 +0900, by Shinji KONO
  • bad case 2
    Tue, 05 Dec 2017 00:34:37 +0900, by Shinji KONO
  • bad case 1
    Tue, 05 Dec 2017 00:32:54 +0900, by Shinji KONO
  • add monad to monoidal
    Mon, 04 Dec 2017 17:55:40 +0900, by Shinji KONO
  • ...
    Mon, 04 Dec 2017 12:36:43 +0900, by Shinji KONO
  • ...
    Sat, 02 Dec 2017 09:18:20 +0900, by Shinji KONO
  • ...
    Sat, 02 Dec 2017 00:30:44 +0900, by Shinji KONO
  • ...
    Thu, 30 Nov 2017 11:06:56 +0900, by Shinji KONO
  • ...
    Wed, 29 Nov 2017 01:13:13 +0900, by Shinji KONO
  • add Monad to Monoidal Functor / Applicative
    Tue, 28 Nov 2017 10:47:05 +0900, by Shinji KONO
  • Generalize Free Theorem
    Mon, 27 Nov 2017 14:42:49 +0900, by Shinji KONO
  • clean up
    Sun, 26 Nov 2017 21:57:41 +0900, by Shinji KONO
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