- In point-set topology, an
indecomposable continuum is a
continuum that is
indecomposable, i.e. that
cannot be
expressed as the
union of any two of its...
- algebra, a
module is
indecomposable if it is non-zero and
cannot be
written as a
direct sum of two non-zero submodules.
Indecomposable is a
weaker notion...
- Look up
indecomposability or
indecomposable in Wiktionary, the free dictionary.
Indecomposability or
indecomposable may
refer to any of
several subjects...
- In set theory, a
branch of mathematics, an
additively indecomposable ordinal α is any
ordinal number that is not 0 such that for any β , γ < α {\displaystyle...
-
irreducible representations.
Irreducible representations are
always indecomposable (i.e.
cannot be
decomposed further into a
direct sum of representations)...
- In mathematics, a
direct product of
objects already known can
often be
defined by
giving a new one. That
induces a
structure on the
Cartesian product of...
- In
probability theory, an
indecomposable distribution is a
probability distribution that
cannot be
represented as the
distribution of the sum of two or...
-
point in M {\displaystyle M} is
called a
terminal indecomposable past set (TIP). A
proper indecomposable past set (PIP) is an IP
which isn't a TIP. I − (...
- ) {\displaystyle R/(q_{i})} are
indecomposable, so the
primary decomposition is a
decomposition into
indecomposable modules, and thus
every finitely...
- in the area of
abstract algebra known as
module theory, a prin****l
indecomposable module has many
important relations to the
study of a ring's modules...
