wikidiffcom |
comonad |
As a noun comonad is
(mathematics|category theory) a monad of the opposite category.
category |
comonad |
As nouns the difference between category and comonad
is that
category is a group, often named or numbered, to which items are assigned based on similarity or defined criteria while
comonad is (mathematics|category theory) a monad of the opposite category.
monad |
comonad |
As nouns the difference between monad and comonad
is that
monad is an ultimate atom, or simple, unextended point; something ultimate and indivisible while
comonad is (mathematics|category theory) a monad of the opposite category.