Commit graph

20 commits

Author SHA1 Message Date
Floris van Doorn
68345f75ce move more and update after changes 2018-09-11 19:24:51 +02:00
Floris van Doorn
c3650048f0 fixes and additions
add some properties about pointed maps and groups
2018-09-10 18:04:28 +02:00
Floris van Doorn
e4db64ae9a fixes after changes in the library 2018-09-10 18:04:28 +02:00
Floris van Doorn
cf25666beb higher groups: add is_trunc_ppi_of_is_conn 2018-02-01 00:10:58 -05:00
Floris van Doorn
2f957b7828 higher groups: finalize file 2018-01-31 21:39:01 -05:00
Floris van Doorn
fbad62541b higher groups: rename Grp to GType 2018-01-31 13:01:17 -05:00
Floris van Doorn
9914352e10 higher groups: prove equivalence of categories for 0-Grp 2018-01-31 12:32:20 -05:00
Floris van Doorn
85b04639cb higher groups: prove naturality of all adjunctions 2018-01-30 20:28:15 -05:00
Floris van Doorn
98092df59c various things about higher groups 2018-01-30 16:11:13 -05:00
Floris van Doorn
e0365d2c65 higher_groups: finish adjunction between loop and deloop 2018-01-29 15:30:10 -05:00
Floris van Doorn
0949070096 Prove stabilization and work on equivalence of categories 2018-01-28 18:30:21 -05:00
Ulrik Buchholtz
f51dac9045 rename pequiv.sigma_char_equiv' to pequiv.sigma_char_pmap 2018-01-26 18:15:32 +01:00
Floris van Doorn
6de6e72a03 simplify proof of is_trunc_Grp 2018-01-23 12:44:05 -05:00
Ulrik Buchholtz
d7b8530718 prove that [n;k]Grp is an (n+1)-type 2018-01-21 12:28:43 +01:00
Floris van Doorn
d5a0080355 prove various properties about pointed truncated and/or connected types 2018-01-19 17:25:34 -05:00
Floris van Doorn
a22ac8af28 work on connectification of a type 2018-01-19 10:07:46 -05:00
Floris van Doorn
f6bbc75365 unindent higher_groups 2018-01-19 10:07:42 -05:00
Floris van Doorn
44cf88a2a5 fix connectivity levels, they were off by one 2018-01-17 19:18:20 -05:00
Floris van Doorn
9cf33dd3a7 continue working on higher groups 2018-01-17 19:18:17 -05:00
Floris van Doorn
dc327487f6 start on higher groups file
It now contains the basic notions and most of the constructions, but not much properties/proofs
2017-09-05 22:28:55 -04:00