This is an old revision of the document!


Epimorphism

Collection

context ${\bf C}$ … category
definiendum $f \in\mathrm{it} $
inclusion $f:{\bf C}[A,B]$
postulate $\langle B,\prod_{B}1_A\rangle$ … pushout of $f$ along itself

Discussion

See Monomorphism.

In ${\bf{Set}}$ the epimorphisms are the surjections.

Reference

nLab: Epimorphism

Wikipedia: Epimorphism


Requirements

todo

Pushout

Link to graph
Log In
Improvements of the human condition