2]-filt, then we get the associated graded epimorphism preserving the degree i.
6) Spec o G is a contravariant graded functor from the category of non-commutative Zariski filtered rings with units and strict epimorphisms to the category of topological (graded) spaces and continuous maps.
In case D is the class of all epimorphisms
(monomorphisms) of B we say that A is epireflective (monoreflective) in B.
x] is an epimorphism and kerf is an ideal of G (see in ).
If [empty set] is an epimorphism from a KU-algebra G onto a KU-algebra H,then the quotient KU-algebra G/ker([empty set]) is isomorphic to H.
Let [empty set] : G [right arrow] H be an epimorphism and [psi] : G/A [right arrow] H defined by [psi]([A.
The natural projection [PI]: EF[right arrow]F defines an epimorphism
of vector bundles [PI]: E[xi][right arrow][theta].
x] is an epimorphism
and ker [florin] is an ideal of G.
where [epsilon] denotes the set of epimorphisms of L([l.
Stojanoff, Geometry of epimorphisms and frames, Proc.