- x_{n})}{a_{(n-1,n-2,\dots ,0)}(x_{1},x_{2},\dots ,x_{n})}}.} This is
known as the
bialternant formula of Jacobi. It is a
special case of the Weyl
character formula...
-
polynomials that are now
known as
Schur polynomials,
giving the so-called
bialternant formula for these,
which is a
special case of the Weyl
character formula...
- altern, alternant, alternate, alternation, alternative, alternator,
bialternant alumnus alumn-
alumnus alumni alveus alve- alveolar, alveolate, alveolus...
- the
bialternant. The
Schur polynomial s(λ1,…,λn){\displaystyle s_{(\lambda _{1},\dots ,\lambda _{n})}} is
classically defined as the
bialternant of the...
