 Frederik Hanghøj Iversen
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cfb7925cb5
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Renaming
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2018-03-06 09:45:04 +01:00 |
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Frederik Hanghøj Iversen
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b6457a0b14
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Add comment
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2018-03-06 09:41:29 +01:00 |
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Frederik Hanghøj Iversen
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7647a452cd
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Tidy up proof a bit
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2018-03-06 09:39:48 +01:00 |
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Frederik Hanghøj Iversen
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35419ad86e
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Rename eta and mu
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2018-03-06 09:35:50 +01:00 |
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Frederik Hanghøj Iversen
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f8e08288a0
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Cosmetics
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2018-03-05 17:31:13 +01:00 |
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Frederik Hanghøj Iversen
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9ec6ce9eba
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Use other equality principle
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2018-03-05 17:10:41 +01:00 |
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Frederik Hanghøj Iversen
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8f8800cb67
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More stuff about kleisli \equiv monoidal
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2018-03-05 10:28:16 +01:00 |
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Frederik Hanghøj Iversen
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b079f5e426
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Prove propositionality for IsMonad
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2018-03-02 13:31:46 +01:00 |
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Frederik Hanghøj Iversen
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c4e3625746
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Finish proof of distributivity
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2018-03-01 20:47:36 +01:00 |
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Frederik Hanghøj Iversen
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2ceb027f7a
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Prove monad-equality principle for kleisly monads
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2018-03-01 20:23:34 +01:00 |
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Frederik Hanghøj Iversen
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f2164a6717
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Prove equality principle for monads
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2018-03-01 20:12:49 +01:00 |
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Frederik Hanghøj Iversen
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a7f31bb3e2
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Prove "foreign naturality condition"
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2018-03-01 18:00:51 +01:00 |
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Frederik Hanghøj Iversen
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f526fd6010
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Prove inverse law
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2018-03-01 17:50:06 +01:00 |
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Frederik Hanghøj Iversen
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ff2952e9ad
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Make postulate
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2018-03-01 14:59:19 +01:00 |
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Frederik Hanghøj Iversen
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ae46a48861
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Define goals in Kleisli
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2018-03-01 14:58:01 +01:00 |
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Frederik Hanghøj Iversen
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64a0292755
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Cosmetics
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2018-03-01 14:19:46 +01:00 |
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Frederik Hanghøj Iversen
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e8b29e1f7f
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\mu is join and it's a natural transformation!
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2018-02-28 23:41:59 +01:00 |
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Frederik Hanghøj Iversen
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9d3b17245f
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Provide \zeta
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2018-02-28 19:32:07 +01:00 |
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Frederik Hanghøj Iversen
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f2b1a36a75
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Define and use Endofunctor
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2018-02-28 19:03:11 +01:00 |
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Frederik Hanghøj Iversen
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3c77c69cf6
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Move functor definition to Kleisli.Monad
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2018-02-28 19:00:21 +01:00 |
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Frederik Hanghøj Iversen
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70221377d3
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Move proof of equivalence to IsMonad making them lemmas
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2018-02-28 18:55:32 +01:00 |
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Frederik Hanghøj Iversen
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1aaf81552c
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Move another proof to category definition
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2018-02-26 20:42:00 +01:00 |
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Frederik Hanghøj Iversen
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101b2639e1
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Move proof to category definition
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2018-02-26 20:31:47 +01:00 |
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Frederik Hanghøj Iversen
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5b5d21f777
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Formatting
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2018-02-26 20:23:31 +01:00 |
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Frederik Hanghøj Iversen
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a0944d69b1
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Documentation in Monad
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2018-02-26 20:08:48 +01:00 |
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Frederik Hanghøj Iversen
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67993be27b
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Add reverse function composition to category
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2018-02-26 20:00:24 +01:00 |
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Frederik Hanghøj Iversen
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47882b1110
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Rename zeta to pure
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2018-02-26 19:58:27 +01:00 |
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Frederik Hanghøj Iversen
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043641462d
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Prove distributive law for monads!
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2018-02-26 19:57:05 +01:00 |
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Frederik Hanghøj Iversen
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7cddba97a8
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Shorten definition
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2018-02-25 19:03:48 +01:00 |
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Frederik Hanghøj Iversen
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12dddc2067
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Use a module
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2018-02-25 03:12:51 +01:00 |
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Frederik Hanghøj Iversen
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4c298855e0
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[WIP] Proving other fusion law
Also set up framework for equality principle for monads
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2018-02-25 03:09:25 +01:00 |
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Frederik Hanghøj Iversen
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a6b01929f0
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Prove distributive law
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2018-02-25 01:27:20 +01:00 |
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Frederik Hanghøj Iversen
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a447cd9c7c
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Syntax
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2018-02-24 20:41:47 +01:00 |
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Frederik Hanghøj Iversen
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9d09363f78
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Expand definition of isDistributive somewhat
Also contains some side-tracks
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2018-02-24 20:37:21 +01:00 |
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Frederik Hanghøj Iversen
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e7abab0e4c
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Add pure and >=> to kleisli category
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2018-02-24 19:08:20 +01:00 |
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Frederik Hanghøj Iversen
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be505cdfbe
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Prove IsAssociative
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2018-02-24 19:07:58 +01:00 |
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Frederik Hanghøj Iversen
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5d9c820fa2
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Add note about haskell
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2018-02-24 15:25:07 +01:00 |
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Frederik Hanghøj Iversen
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e4e327d1d2
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[WIP] equivalence of kleisli- resp. monoidal- representation of monad
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2018-02-24 15:13:25 +01:00 |
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Frederik Hanghøj Iversen
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3e12331294
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Monoidal monads addendum
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2018-02-24 14:01:57 +01:00 |
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Frederik Hanghøj Iversen
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4ec13fe509
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Implement monads in the kleisli form
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2018-02-24 14:00:52 +01:00 |
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Frederik Hanghøj Iversen
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8527fe0df4
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Rename functor composition - implement monads...
In their monoidal form.
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2018-02-24 12:52:16 +01:00 |
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Frederik Hanghøj Iversen
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689a6467c6
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Move stuff about natural transformations to own module
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2018-02-23 17:33:09 +01:00 |
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