Structure
categories
categories
functors
morphisms
symmetric monoidal categories
Categories
Properties
Implications
Compare
Search
Implication details
Claim:
If a category is
co-Malcev
and is
self-dual
, then it is
Malcev
.
Proof:
This holds by self-duality.
Show 3 categories using this implication
category of compact Hausdorff spaces
category of Hausdorff spaces
category of Z-functors
Make a suggestion
Structure
categories
categories
functors
morphisms
symmetric monoidal categories
Categories
Properties
Implications
Compare
Search
Contribute
Settings
Missing data
Resources
Foundations
Download