Flat map
From Wikipedia, the free encyclopedia
The flat map in differential geometry is a name for the mapping that converts coordinate basis vectors into corresponding coordinate 1-forms.
A flat map in ring theory is homomorphism f from a ring R to a ring S if S becomes a flat R-module when the action of R on S is given by f.
 |
This geometry-related article is a stub. You can help Wikipedia by expanding it. |
