Generating set of a module
In algebra, a minimal generating set of a module over a ring R is a generating set of the module such that any proper subset does not generate the module. If R is a field, then it is the same thing as a basis.
In algebra, a minimal generating set of a module over a ring R is a generating set of the module such that any proper subset does not generate the module. If R is a field, then it is the same thing as a basis.