Publications
Article · SIAM Journal on Applied Algebra and Geometry · January 1, 2018
On Fully Real Eigenconfigurations of Tensors
Abstract
We construct generic real symmetric tensors with only real eigenvectors or, equivalently, real homogeneous polynomials with the maximum possible finite number of critical points on the sphere.
Tensor decomposition and applicationsPolynomial and algebraic computationAlgebraic Geometry and Number Theoryhomogeneous polynomialstensor eigenvalue problems
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