Pages that link to "Item:Q861038"
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The following pages link to A tensor product matrix approximation problem in quantum physics (Q861038):
Displaying 13 items.
- Enhance capability of separable ball criterion for the bipartite quantum states (Q5877033) (← links)
- Bounds of M-eigenvalues and strong ellipticity conditions for elasticity tensors (Q5887695) (← links)
- Bounds of H-eigenvalues of interval tensors (Q6095398) (← links)
- \(l^{p/2,q/2}\)-singular values of a real partially symmetric rectangular tensor (Q6104280) (← links)
- \(l^{p, q/2}\)-singular values of a real partially symmetric rectangular tensor (Q6149298) (← links)
- A complex-valued gradient flow for the entangled bipartite low rank approximation (Q6156953) (← links)
- Sharp bounds for the smallest \(M\)-eigenvalue of an elasticity \(Z\)-tensor and its application (Q6564854) (← links)
- An efficient GIPM algorithm for computing the smallest V-singular value of the partially symmetric tensor (Q6582429) (← links)
- The Hilbert-Schmidt norm as a measure of entanglement in spin-1/2 Heisenberg chain: generalized Bell inequality and distance between states (Q6589959) (← links)
- Identifying strong ellipticity via bounds on the minimum \(M\)-eigenvalue of elasticity \(Z\)-tensors (Q6612404) (← links)
- Further results of \(\mathrm{M}\)-eigenvalue localization theorem for fourth-order partially symmetric tensors and their applications (Q6616929) (← links)
- Tighter bound estimation for efficient biquadratic optimization over unit spheres (Q6618145) (← links)
- Conditions for strong ellipticity of 4th-order elasticity tensors (Q6623475) (← links)