Floris van Doorn
|
e14754a337
|
feat(category): start on proof of yoneda preserves limits and limit functor is left adjoint
|
2015-11-08 14:04:59 -08:00 |
|
Floris van Doorn
|
f2d07ca23c
|
feat(category): various small changes in category theory
|
2015-11-08 14:04:59 -08:00 |
|
Floris van Doorn
|
18ec5f8b85
|
feat(categories): prove introduction rule for equivalences
|
2015-11-08 14:04:58 -08:00 |
|
Floris van Doorn
|
448178a045
|
feat(category.functor2): prove that the category of functors is complete and cocomplete if the codomain is
|
2015-11-08 14:04:58 -08:00 |
|
Floris van Doorn
|
2264759060
|
feat(category): define colimits as dual of limits
|
2015-09-28 09:09:22 -07:00 |
|
Floris van Doorn
|
df73931a6d
|
feat(category.opposite): prove that the opposite of a univalent category is univalent
|
2015-09-28 09:09:22 -07:00 |
|
Floris van Doorn
|
099bd95ebd
|
feat(category.limits): prove that being complete is a mere proposition for categories
|
2015-09-28 09:09:22 -07:00 |
|
Floris van Doorn
|
51edd0ad1d
|
feat(category.constructions.hset): prove that the category of sets is complete
|
2015-09-28 09:09:22 -07:00 |
|
Floris van Doorn
|
f82d1bd566
|
feat(category): add limits in a category
|
2015-09-28 09:09:22 -07:00 |
|