-
themselves as conjugate. Such
partitions are said to be
self-
conjugate. Claim: The
number of
self-
conjugate partitions is the same as the
number of partitions...
- algebra, a
normal subgroup (also
known as an
invariant subgroup or
self-
conjugate subgroup) is a
subgroup that is
invariant under conjugation by members...
- In mathematics, the
conjugate transpose, also
known as the
Hermitian transpose, of an m × n {\displaystyle m\times n}
complex matrix A {\displaystyle...
- with
their own polars.
Conjugate lines are
defined dually. The line
joining two
self-
conjugate points cannot be a
self-
conjugate line. A line
cannot contain...
- mathematics, a
Hermitian matrix (or
self-adjoint matrix) is a
complex square matrix that is
equal to its own
conjugate transpose—that is, the
element in...
- A
conjugate acid,
within the Brønsted–Lowry acid–base theory, is a
chemical compound formed when an acid
gives a
proton (H+) to a base—in
other words...
- {\displaystyle \ z~.} Such
functions are
sometimes called self-
conjugate (the
conjugate function, F ∗ ( z ) , {\displaystyle \ F^{*}(z)\ ,} being...
- This is a list of some of the
ordinary and
generalized (or extraordinary)
homology and
cohomology theories in
algebraic topology that are
defined on the...
- the line at infinity.
Coxeter and
several other authors use the term '
self-
conjugate'
instead of 'absolute'. Eves 1963, p. 319 Brannan,
Esplen & Gray 1999...
- \tau _{V\otimes W}=\tau _{V}\otimes \tau _{W}} . We also say that τ is
self-
conjugate if τ ¯ = τ {\displaystyle {\overline {\tau }}=\tau }
where the bar denotes...
