Category:Facts about induced maps on spectra

This category lists facts that describe how a certain property of a homomorphism of commutative unital rings, controls the corresponding property of the induced map on spectra.

Pages in category "Facts about induced maps on spectra"

The following 6 pages are in this category, out of 6 total.

E

Every element has power in subring implies bijective on spectra

F

Finite morphism implies finite on spectra

I

M

Map to localization is injective on spectra

S

Spectrum of direct product is disjoint union of spectra