-
between topological spaces.
Although many
examples of
morphisms are structure-preserving maps,
morphisms need not to be maps, but they can be
composed in a...
- a
commutative ring R is
proper over R.
Projective morphisms are proper, but not all
proper morphisms are projective. For example,
there is a
smooth proper...
- Look up -
morph,
morph, or
morphs in Wiktionary, the free dictionary.
Morph may
refer to:
Morph (zoology), a
visual or
behavioral difference between organisms...
-
representing objects and "arrows"
representing morphisms.
Morphisms can have any of the
following properties. A
morphism f : a → b is: a
monomorphism (or monic)...
-
induced ring
morphisms A i → B i j {\displaystyle A_{i}\to B_{ij}} into finite-type
morphisms. A
typical example of a finite-type
morphism is a family...
-
Morphing is a
special effect in
motion pictures and
animations that
changes (or
morphs) one
image or
shape into
another through a
seamless transition....
-
collection of
morphisms is such that for all
objects X, Y, Z in C and all
morphisms f : Y → Z, g : X → Y, the
following diagram commutes: The
morphisms 0XY necessarily...
- Quasi-separated
morphisms were
introduced by
Grothendieck & Dieudonné (1964, 1.2.1) as a
generalization of
separated morphisms. All
separated morphisms (and all...
- property.
Universal morphisms can be
described more
concisely as
initial and
terminal objects in a
comma category (i.e. one
where morphisms are seen as objects...
-
smooth morphisms, and
morphisms to
stratified varieties which satisfy miracle flatness on each of the strata. The
universal examples of flat
morphisms of...
