Deformation of Cayley's hyperdeterminants
arXiv:2006.02025 · doi:10.37236/8091
Abstract
We introduce a deformation of Cayley's second hyperdeterminant for even-dimensional hypermatrices. As an application, we formulate a generalization of the Jacobi-Trudi formula for Macdonald functions of rectangular shapes generalizing Matsumoto's formula for Jack functions.
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