Record number :
1549481
Title of article :
Schur partial derivative operators
Author/Authors :
Aval، نويسنده , , J.-C. and Bergeron، نويسنده , , N.، نويسنده ,
Issue Information :
روزنامه با شماره پیاپی سال 2005
Pages :
10
From page :
785
To page :
794
Abstract :
A lattice diagram is a finite list L = ( ( p 1 , q 1 ) , … , ( p n , q n ) ) of lattice cells. The corresponding lattice diagram determinant is Δ L ( X ; Y ) = det ‖ x i p j y i q j ‖ . The space M L is the space spanned by all partial derivatives of Δ L ( X ; Y ) . We describe here how a Schur function partial derivative operator acts on lattice diagrams with distinct cells in the positive quadrant.
Journal title :
European Journal of Combinatorics
Link To Document :