Pages that link to "Item:Q2666727"

The following pages link to C-eigenvalue intervals for piezoelectric-type tensors via symmetric matrices (Q2666727):

Displaying 13 items.

• C-eigenvalue inclusion theorems for piezoelectric-type tensors (Q1726559) (← links)
• A tighter \(C\)-eigenvalue interval for piezoelectric-type tensors (Q2079808) (← links)
• The C-eigenvalue of third order tensors and its application in crystals (Q2083372) (← links)
• Computing the largest C-eigenvalue of a tensor using convex relaxation (Q2115256) (← links)
• Localization and calculation for C-eigenvalues of a piezoelectric-type tensor (Q2127571) (← links)
• Calculating \(C\)-eigenpairs of piezoelectric-type tensors via a \(Z\)-eigenpair method (Q2141186) (← links)
• Properties and calculation for \(C\)-eigenvalues of a piezoelectric-type tensor (Q2171114) (← links)
• \(C\)-eigenvalues intervals for piezoelectric-type tensors (Q2279362) (← links)
• α_βΩ-inclusion sets for general C-eigenvalues of a general piezoelectric-type tensor (Q5012480) (← links)
• A symplectic eigensolution method in transversely isotropic piezoelectric cylindrical media (Q5710450) (← links)
• Perturbation bounds for the largest \(C\)-eigenvalue of piezoelectric-type tensors (Q6056704) (← links)
• Shifted power method for computing the largest C-eigenvalue of a piezoelectric-type tensor (Q6159409) (← links)
• Sharp bounds for the smallest \(M\)-eigenvalue of an elasticity \(Z\)-tensor and its application (Q6564854) (← links)