- mathematics, the
quasideterminant is a
replacement for the
determinant for
matrices with
noncommutative entries.
Example 2 × 2
quasideterminants are as follows:...
-
formulated that
preserve some of the
properties of determinants,
notably quasideterminants and the Dieudonné determinant. For some
classes of
matrices with non-commutative...
-
noncommutative division algebras,
although generalizations such as
quasideterminants allow some results[clarification needed] to be recovered. Working...
-
isomorphism Introduction of
noncommutative determinants, also
known as
quasideterminants Introduction of
noncommutative symmetric functions The introduction...
- Konvalinka–Pak, and Etingof–Pak.
Further connections to
Koszul algebra and
quasideterminants were also
found by Hai–Lorentz, Hai–Kriegk–Lorenz, Konvalinka–Pak...
- only if the
vectors are
linearly dependent. Dieudonné
determinant quasideterminant Moore, E. H. (1922), "On the
determinant of an
hermitian matrix with...
-
Richardson was
elected a
Fellow of the
Royal Society on 21
March 1946.
Quasideterminant Turnbull, H. W. (1955). "Archibald Read
Richardson 1881-1954". Biographical...
- K*] of the
multiplicative group K* of
ground ring K; and
theory of
quasideterminants. But the
analogy between these determinants and
commutative determinants...
-
spinor norm (in odd characteristic) or the
quasideterminant (in even characteristic). The
quasideterminant can be
defined as (−1)D,
where D is the ****son...
