Floris van Doorn
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a6d621c6f3
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rename ppi_gen to ppi
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2017-07-20 22:04:21 +01:00 |
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Floris van Doorn
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23780b0425
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move naturality of loop-susp-adjunction to standard library
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2017-07-20 18:55:51 +01:00 |
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Floris van Doorn
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3367c20f9d
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make pointed suspension and spheres the default
There is one proof in realprojective which I couldn't quite fix, so for now I left a sorry
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2017-07-20 18:03:13 +01:00 |
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Floris van Doorn
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057980ca1f
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start on postnikov tower of spectra
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2017-06-30 15:16:38 +01:00 |
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Floris van Doorn
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cfdfa0f22a
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Work on the fact that pointed dependent products preserve fibration sequences
We now define pointed homotopies as dependent pointed maps, and have some properties about pointed sigmas
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2017-06-19 02:03:54 -04:00 |
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Floris van Doorn
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0885a7ef4a
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renamed pequiv.MK2 to pequiv.MK
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2017-06-14 22:56:03 -04:00 |
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Floris van Doorn
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ed7de51d02
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move basic lemmas from the spectral repository to the main repository
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2017-06-02 12:15:31 -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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Floris van Doorn
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773e9f9a2e
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susp and other things
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2017-03-30 17:00:15 -04:00 |
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Floris van Doorn
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b781de8473
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simplify smash proof
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2017-03-30 17:00:15 -04:00 |
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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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d6de922d1f
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give last step of associativity of smash
there are still unproven lemma's
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2017-02-02 17:16:01 -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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