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Hyperdeterminant
Arxiv:1810.05857V3 [Math.AG] 11 Jun 2020
Singularities of Hyperdeterminants Annales De L’Institut Fourier, Tome 46, No 3 (1996), P
Arxiv:1404.6852V1 [Quant-Ph] 28 Apr 2014 Asnmes 36.A 22.J 03.65.-W 02.20.Hj, 03.67.-A, Numbers: PACS Given
Hyperdeterminants As Integrable Discrete Systems
Lectures on Algebraic Statistics
Hyperdeterminants of Polynomials
Hyperdeterminants and Symmetric Functions
Discriminants, Resultants, and Their Tropicalization
Hyperdeterminants from the E8 Discriminant
Hyperdeterminants As Integrable 3D Difference Equations (Joint Project with Sergey Tsarev, Krasnoyarsk State Pedagogical University)
Subtracting a Best Rank-1 Approximation Does Not Necessarily Decrease Tensor Rank Alwin Stegeman, Pierre Comon
Tensor Decomposition and Algebraic Geometry
Hyperdeterminant and Tensor Rank
Elliptic Curves and Hyperdeterminants in Quantum Gravity Philip Gibbs
Cayley's Hyperdeterminant, the Principal Minors of a Symmetric
Hyperdeterminants
The Hyperdeterminant and Triangulations of the 4-Cube
Tensor Rank, Invariants, Inequalities, and Applications∗
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Arxiv:2003.06725V2 [Math.OC] 15 Oct 2020
Hyperdeterminant of 4-Qubit Spin Chains
16 SUBDIVISIONS and TRIANGULATIONS of POLYTOPES Carl W
Discriminants, Resultants and Multidimensional Determinants, By
Algebraic Geometry of Matrices I
Tensors and Hypermatrices
Arxiv:1301.0472V1 [Math.AG] 3 Jan 2013 Indeed Several Ways to Generalize the Notion of Determinant to Multidimen- Sional Matrices
Deformation of Cayley's Hyperdeterminants
Tensors: Geometry and Applications
0 Most Tensor Problems Are NP-Hard
Hyperdeterminants of Polynomials L. Oeding
Hyperdeterminantal Point Processes
HYPERDETERMINANTS of POLYNOMIALS 3 Those That Arise in Computing an Expansion of the Hyperdeterminant in Terms of Monomials, Which Would Be Very Difficult in General
Nondegenerate 2 × K × (K + 1) Hypermatrices