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Generalized Sylvester Formulas and skew Giambelli Identities
Published 9 Apr 2017 in math.CO | (1704.02585v1)
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.
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