- that
antiautomorphisms are involutions, i.e. the
square of the
antiautomorphism is the
identity map;
these are also
called involutive antiautomorphisms. For...
-
number of
antiautomorphisms equals the
number of automorphisms. Proof: By the ****umption and the
above equivalence there exist antiautomorphisms. If we pick...
- the nLab Winker, S. K.; Wos, L.; Lusk, E. L. (1981). "Semigroups,
Antiautomorphisms, and Involutions: A
Computer Solution to an Open Problem, I". Mathematics...
-
isomorphic to Cln−1(C). In
addition to the
automorphism α,
there are two
antiautomorphisms that play an
important role in the
analysis of
Clifford algebras....
-
complex numbers; it can be
defined for
arbitrary rings carrying an
antiautomorphism,
informally understood to be a
generalized concept of "complex conjugation"...
- V∗ with ****ociated
isomorphism σ: K → Ko,
which can be
viewed as an
antiautomorphism of K. In the
classical literature, π
would be
called a reciprocity...
-
invertible element. For Lie
algebras the
definition is
slightly different.
Antiautomorphism Automorphism (in
Sudoku puzzles)
Characteristic subgroup Endomorphism...
- {\displaystyle a^{*}a} are self-adjoint,
since * is an
involutive antiautomorphism. For each
element a {\displaystyle a} of a *-algebra, the real and...
-
antiautomorphism induced by
minus the
identity on V) for m odd.
These two
antiautomorphisms are
related by
parity involution α,
which is the
automorphism induced...
-
relations on the set of humans. A
duality transform is an
involutive antiautomorphism f of a
partially ordered set S, that is, an order-reversing involution...
