- a
bimorphism, a
bimorphism is not
necessarily an isomorphism. For example, in the
category of
commutative rings the
inclusion Z → Q is a
bimorphism that...
- A
bimorph is a
cantilever used for
actuation or
sensing which consists of two
active layers. It can also have a p****ive
layer between the two
active layers...
- both a
monomorphism and an
epimorphism is
called a
bimorphism.
Every isomorphism is a
bimorphism but the
converse is not true in general. For example...
- to one direction. The
third type of MEMS
electrothermal actuator is the
bimorph actuator. Its
motion relies on the
varying coefficients of
thermal expansion...
- if g1 ∘ f = g2 ∘ f
implies g1 = g2 for all
morphisms g1, g2 : b → x. a
bimorphism if f is both epic and monic. an
isomorphism if
there exists a morphism...
- {\overline {f}}:\operatorname {coim} f\rightarrow \operatorname {im} f} is a
bimorphism, i.e., a
monomorphism and an epimorphism, for
every morphism f {\displaystyle...
- right-cancellable, i.e. g1f = g2f
implies g1 = g2 for all
morphisms g1, g2 : b → x. a
bimorphism if it is both a
monomorphism and an epimorphism. a
retraction if it has...
- the map from X to Y is both a
monomorphism and
epimorphism (that is, a
bimorphism), and so
usually an
isomorphism from X to Y (this
always holds in exact...
- in
category theory, a
balanced category is a
category in
which every bimorphism (a
morphism that is both a
monomorphism and epimorphism) is an isomorphism...
-
biordered sets E and F is a
biordered set
homomorphism (also
called a
bimorphism) if for all (e, f) in DE we have (eφ) (fφ) = (ef)φ. Let V be a vector...
