- In mathematics, the
immanant of a
matrix was
defined by
Dudley E.
Littlewood and
Archibald Read
Richardson as a
generalisation of the
concepts of determinant...
- Both are
special cases of a more
general function of a
matrix called the
immanant. The
permanent of an n×n
matrix A = (ai,j) is
defined as perm ( A ) =...
- \operatorname {sgn}(\sigma )}
occurring in Leibniz's rule are omitted. The
immanant generalizes both by
introducing a
character of the
symmetric group S n...
-
collaboration with
Archibald Read
Richardson of Swansea. They
introduced the
immanant of a matrix,
studied Schur functions and
developed the Littlewood–Richardson...
-
pyromaniac man- flow
Latin mānāre, mānātus emanant, emanate, emanation,
immanant,
immanation man- (MAN-) stay
Latin manēre,
mansus immanence, immanent,...
-
determinant of the
matrix E, but its permanent,
trace of its
powers and
immanants. Let us
mention few more papers;
still the list of
references is incomplete...
-
expression for any
Schur polynomial can be
obtained by
taking the
corresponding immanant of this matrix. Each of Newton's
identities can
easily be
checked by elementary...
-
pyromaniac man- flow
Latin mānāre, mānātus emanant, emanate, emanation,
immanant,
immanation man- (MAN-) stay
Latin manēre,
mansus immanence, immanent,...
- of the
partition λ {\displaystyle \lambda } .
Algebraic combinatorics Immanant Schur polynomial Carlos Gamas (1988). "Conditions for a
symmetrized decomposable...
-
Charles Loewner,
linear operators on
symmetry classes of tensors, and
immanants and
other generalized matrix functions. At UCSB
Marcus established the...
