Polynomial identities for hypermatrices

Abstract

We develop a method to construct algebraic invariants for hypermatrices. We then construct hyperdeterminants and exhibit a generalization of the Cayley-Hamilton theorem for hypermatrices.

65 pages. Several results expanded. Title changed to better reflect the content and agree with published preprint version

References in corpus (3)

• Distributed Entanglement
• The polynomial invariants of four qubits
• Three-party entanglement from positronium

Cited by in corpus (1)

• On the geometry of four qubit invariants