Assertion: ring's set | /r/HasAspect | algebraic subsets
Facets:
value: precisely
type: MANNER
value: as closed sets
type: MANNER
Source sentences:
text: If one only considers the points of A, i.e. the maximal ideals in R, then the Zariski topology defined above coincides with the Zariski topology defined on algebraic sets (which has precisely the algebraic subsets as closed sets).