Pages that link to "Item:Q932159"
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The following pages link to Semidefinite descriptions of low-dimensional separable matrix cones (Q932159):
Displaying 13 items.
- Extensions of generalized two-qubit separability probability analyses to higher dimensions, additional measures and new methodologies (Q670081) (← links)
- Exactness of sums of squares relaxations involving \(3\times 3\) matrices and Lorentz cones (Q996334) (← links)
- Separation theorems (Q1336411) (← links)
- Master Lovas-Andai and equivalent formulas verifying the \(\frac{8}{33}\) two-qubit Hilbert-Schmidt separability probability and companion rational-valued conjectures (Q1654047) (← links)
- The set of separable states has no finite semidefinite representation except in dimension \(3\times 2\) (Q2050062) (← links)
- Tangent and normal cones for low-rank matrices (Q2319935) (← links)
- A gap for PPT entanglement (Q2361553) (← links)
- Semidefinite descriptions of cones defining spectral mask constraints (Q2572890) (← links)
- Positive maps and separable matrices (Q2810548) (← links)
- Facial structures of separable and PPT states (Q2905553) (← links)
- Semidefinite Descriptions of the Convex Hull of Rotation Matrices (Q5501229) (← links)
- Positive maps and entanglement in real Hilbert spaces (Q6060835) (← links)
- Bounding real tensor optimizations via the numerical range (Q6104069) (← links)
