Floris van Doorn
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bb209af2e8
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continue with derived couple of graded R-modules, almost finish defining the maps
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2017-04-20 22:58:33 -04:00 |
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Floris van Doorn
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aefc8eccc1
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define submodules, quotient modules and homology of module morphisms
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2017-04-13 20:39:04 -04:00 |
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Floris van Doorn
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93126a9c2b
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checkpoint, submodules
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2017-04-13 14:54:48 -04:00 |
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Floris van Doorn
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d828120216
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checkpoint, additive homs
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2017-04-13 14:51:43 -04:00 |
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Floris van Doorn
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5bb2c7859d
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checkpoint for direct sum of graded modules
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2017-04-10 20:34:49 -04:00 |
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Floris van Doorn
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91931ca338
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generalize is_exact
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2017-03-30 17:05:32 -04:00 |
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Floris van Doorn
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3cd846a757
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checkpoint, smash susp
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2017-03-30 17:05:32 -04:00 |
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Jeremy Avigad
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153c8499af
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add module homomorphisms and miscellany
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2017-03-10 11:50:44 -05:00 |
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Egbert Rijke
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4c713e921d
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stuff
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2017-03-09 16:16:43 -05:00 |
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Floris van Doorn
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b9ed007161
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Remove some old files
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2017-03-07 22:55:51 -05:00 |
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Floris van Doorn
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47532e4315
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Prove the naturality of the smash-pmap adjunction, and hence of the associativity of the smash product
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2017-03-07 22:40:24 -05:00 |
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Floris van Doorn
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f013c631d0
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Finish the naturality of the smash-pmap adjunction
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2017-03-03 17:43:03 -05:00 |
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Floris van Doorn
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013ca8d5f2
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make progress on naturality of smash-pmap adjunction
The only fact left to be proven is a property (which is an equality of phomotopies) of the functorial action of the smash product
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2017-03-03 17:43:03 -05:00 |
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Floris van Doorn
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ad43cd56f0
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Work on the cofiber sequence and basic properties of cohomology theories
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2017-03-03 17:42:38 -05:00 |
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Floris van Doorn
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78512444e8
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prove that the cohomology of an Eilenberg-MacLane spectrum satisfies the dimension axiom
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2017-02-18 19:01:24 -05:00 |
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Floris van Doorn
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81fe7df61f
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fix definition of spectrum cohomology, and prove that spectrum cohomology forms a cohomology theory
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2017-02-18 16:56:50 -05:00 |
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Floris van Doorn
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c0b7740f13
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order of arguments in group.mk has changed
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2017-02-02 17:16:14 -05:00 |
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Floris van Doorn
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00e01fd2a6
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feat(homotopy): prove adjunction between smash product and pointed maps
also develop library for equality reasoning on pointed homotopies.
Also do the renamings like homomorphism -> is_mul_hom
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2017-01-18 23:19:06 +01:00 |
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Floris van Doorn
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802eec812f
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Prove some basic properties about the smash product, and start on its associativity
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2017-01-14 21:07:36 +01:00 |
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Floris van Doorn
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cb3fac2fb3
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start on torus = S^1 x S^1
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2017-01-14 21:07:36 +01:00 |
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Floris van Doorn
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db72ff0a66
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more pushout lemmas, continue with smash of the circle
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2017-01-14 21:07:36 +01:00 |
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Floris van Doorn
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372ca7297c
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finish proof that smash is the cofiber of the map from the wedge to the product
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2017-01-14 21:07:36 +01:00 |
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Floris van Doorn
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6594be4292
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prove some lemmas about pushouts, and start on the formulation of the 3x3 lemma
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2017-01-14 21:06:17 +01:00 |
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Floris van Doorn
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7f6752e14f
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Show that the Eilenberg-MacLane-space-functor induces an equivalence of categories
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2017-01-14 21:05:34 +01:00 |
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Steve Awodey
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c814534104
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First Isomorphism Theorem for AbGroups
with prelim.s
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2016-12-08 16:20:14 -05:00 |
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Egbert Rijke
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8d586d587b
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finished some lemma
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2016-12-08 14:16:40 -05:00 |
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Floris van Doorn
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b08457c77f
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move things to the Lean library, and update after changes in the Lean library
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2016-11-24 00:11:55 -05:00 |
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Floris van Doorn
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4f1db25e16
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Work on the uniqueness of Eilenberg-Maclane spaces
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2016-11-23 23:54:32 -05:00 |
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Floris van Doorn
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9df0b25ae5
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some additions to the smash product and direct sums
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2016-11-14 14:44:29 -05:00 |
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Floris van Doorn
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704717e9ae
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minor changes
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2016-11-03 15:34:06 -04:00 |
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Floris van Doorn
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79dea677e8
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colimit, start on encode-decode proof
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2016-10-13 16:01:59 -04:00 |
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Floris van Doorn
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ead2fbbd58
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do the loop-susp adjunction in pointed types
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2016-10-13 16:01:59 -04:00 |
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Floris van Doorn
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a31c15e384
|
continue on spectrification
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2016-10-13 16:01:54 -04:00 |
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Floris van Doorn
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946506af5c
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define smash without any 2-paths and work on smashing with the circle
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2016-10-13 15:49:47 -04:00 |
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Floris van Doorn
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b3765932d9
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work on spectrification
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2016-10-13 15:49:47 -04:00 |
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Floris van Doorn
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0a15d184b2
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cohomology: define cohomology as abelian groups and define the functorial action
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2016-10-13 15:49:17 -04:00 |
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Floris van Doorn
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258671578d
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EM: add functorial action and equivalence of 1-Type*[0] and Group
n-Type*[k] is new notation for n-truncated k-connected pointed types. All 'subnotations' are also defined
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2016-09-23 17:16:48 -04:00 |
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Floris van Doorn
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d8c694e113
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update after changes in the HoTT library. Mostly some naming and notation changes
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2016-09-23 17:16:25 -04:00 |
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Floris van Doorn
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a34606c64f
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small changes, remove old file
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2016-09-23 17:12:46 -04:00 |
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Floris van Doorn
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fb55292c34
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add move_to_lib: a file where we can put theorems which should be moved to files in the HoTT library
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2016-09-16 20:23:05 -04:00 |
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