Pages that link to "Item:Q2293917"

The following pages link to Elasticity \(\mathcal{M} \)-tensors and the strong ellipticity condition (Q2293917):

Displaying 27 items.

• Conditions for strong ellipticity and M-eigenvalues (Q1042549) (← links)
• On the eigenvalues of the fourth-order constitutive tensor and loss of strong ellipticity in elastoplasticity (Q1264546) (← links)
• Positive definiteness of paired symmetric tensors and elasticity tensors (Q1743944) (← links)
• Structure of the space of 2D elasticity tensors (Q1948474) (← links)
• Bi-block positive semidefiniteness of bi-block symmetric tensors (Q2040651) (← links)
• New lower bounds for the minimum M-eigenvalue of elasticity M-tensors and applications (Q2069519) (← links)
• Sharp bounds on the minimum \(M\)-eigenvalue and strong ellipticity condition of elasticity \(Z\)-tensors-tensors (Q2083409) (← links)
• Z-eigenvalue intervals of even-order tensors with application to judge the strong ellipticity of an elasticity tensor (Q2105877) (← links)
• Sharp upper bounds on the maximum \(M\)-eigenvalue of fourth-order partially symmetric nonnegative tensors (Q2144161) (← links)
• Criteria for the strong ellipticity condition of a partially symmetric tensor (Q2154907) (← links)
• New M-eigenvalue inclusion sets for fourth-order partially symmetric tensors with applications (Q2239017) (← links)
• Programmable sufficient conditions for the strong ellipticity of partially symmetric tensors (Q2242802) (← links)
• Some inequalities for the minimum M-eigenvalue of elasticity M-tensors (Q2244256) (← links)
• On the M-eigenvalue estimation of fourth-order partially symmetric tensors (Q2338477) (← links)
• Bound estimations of bi-block \(M\)-eigenvalues for bi-block symmetric tensors (Q2691510) (← links)
• The partially symmetric rank-1 approximation of fourth-order partially symmetric tensors (Q2693786) (← links)
• Remark on a Distortion Tensor for Elastic Displacements (Q5846388) (← links)
• (Q5869017) (← links)
• Bounds of M-eigenvalues and strong ellipticity conditions for elasticity tensors (Q5887695) (← links)
• Conditions of strong ellipticity and calculations of M-eigenvalues for a partially symmetric tensor (Q6096381) (← links)
• Shifted inverse power method for computing the smallest M-eigenvalue of a fourth-order partially symmetric tensor (Q6151591) (← links)
• A direct method for calculating M-eigenvalues of an elasticity tensor (Q6179925) (← links)
• Sharp bounds for the smallest \(M\)-eigenvalue of an elasticity \(Z\)-tensor and its application (Q6564854) (← links)
• Sharp bounds on the minimum \(M\)-eigenvalue of elasticity \(Z\)-tensors and identifying strong ellipticity (Q6598979) (← links)
• Identifying strong ellipticity via bounds on the minimum \(M\)-eigenvalue of elasticity \(Z\)-tensors (Q6612404) (← links)
• Tighter bound estimation for efficient biquadratic optimization over unit spheres (Q6618145) (← links)
• Conditions for strong ellipticity of 4th-order elasticity tensors (Q6623475) (← links)