- {\displaystyle M} and N . {\displaystyle N.} A
vector subspace is
called uncomplemented if it is not a
complemented subspace. For example,
every vector subspace...
- {\displaystyle n}
variables appears exactly once (either in its
complemented or
uncomplemented form). Thus, a
minterm is a
logical expression of n
variables that employs...
-
complemented if it has a
topological complement N {\displaystyle N} (and
uncomplemented if not). The
choice of N {\displaystyle N} can
matter quite strongly:...
- {\displaystyle n}
variables appears once (in
either its
complemented or
uncomplemented form) is
called a minterm. Thus, a
minterm is a
logical expression of...
- functions, each
separate occurrence of a variable,
either in
inverse or
uncomplemented form, is a literal. For example, if A {\displaystyle A} , B {\displaystyle...
- {\displaystyle \ell ^{1}=Y\oplus \ker Q} . In fact, ℓ1 has
uncountably many
uncomplemented subspaces that are not
isomorphic to one
another (for example, take...
- variables. One of the
variables should be
complemented in one term and
uncomplemented in the other. The
remaining variables present should agree. So to match...
- they are
prepared by in
vitro transcription using radioactive UTPs.
Uncomplemented DNA or RNA is
cleaved off by nucleases. When the
probe is a DNA molecule...
- Lane in
Germantown loomed as a solitary, 16‐story
elevator building,
uncomplemented by
adjoining row house."
Groundbreaking took
place in 1953 and tenants...
- The
Health Impact Fund is
intended to
address the
problems with an
uncomplemented pharmaceutical patent system. The
Health Impact Fund uses
market forces...
