Séminaire Lotharingien de Combinatoire, B80e (2021), 17 pp.
Soichi Okada
Generalized Sylvester Formulas and Skew Giambelli Identities
Abstract.
We obtain a common generalization of two types of Sylvester formulas for compound determinants
and its Pfaffian analogue.
As applications, we give generalizations of the Giambelli identity to skew Schur functions
and the Schur identity to Schur's skew Q-functions.
Received: April 14, 2017.
Accepted: May 17, 2021.
Final Version: May 18, 2021.
The following versions are available: