Pages that link to "Item:Q1379083"

The following pages link to Bounds for the zeros of polynomials from eigenvalues and singular values of some companion matrices (Q1379083):

Displaying 21 items.

• Companion matrix patterns (Q744131) (← links)
• Relationship between the zeros of two polynomials (Q1044589) (← links)
• Representations and bounds for zeros of orthogonal polynomials and eigenvalues of sign-symmetric tri-diagonal matrices (Q1098042) (← links)
• Error analysis of signal zeros: A projected companion matrix approach (Q1399925) (← links)
• A note on companion matrices (Q1410726) (← links)
• On the refinement of Cauchy's theorem and Pellet's theorem. (Q1426081) (← links)
• Containment regions for zeros of polynomials from numerical ranges of companion matrices (Q1611879) (← links)
• Spectral radius inequalities for sums of operators with an application to the problem of bounding the zeros of polynomials (Q1747279) (← links)
• Annular bounds for the zeros of a polynomial from companion matrices (Q2062309) (← links)
• Scaled generalized Bernstein polynomials and containment regions for the zeros of polynomials (Q2370579) (← links)
• Bounds and majorization relations for the critical points of polynomials (Q2427936) (← links)
• Some decomposition results for companion matrices (Q2488780) (← links)
• A companion matrix approach to the study of zeros and critical points of a polynomial (Q2491685) (← links)
• The Coefficients of the FOM and GMRES Residual Polynomials (Q2957681) (← links)
• Bounds and a majorization for the real parts of the zeros of polynomials (Q3420037) (← links)
• Bounds for the zeros of polynomials from matrix inequalities – II (Q3422767) (← links)
• Generalizations of Gershgorin disks and polynomial zeros (Q3574809) (← links)
• Bounds and Majorization Relations for the Zeros of Polynomials (Q3615536) (← links)
• (Q3622583) (← links)
• Polynomial eigenvalue bounds from companion matrix polynomials (Q4622873) (← links)
• Notes on some bounds for the zeros of polynomials (Q4634662) (← links)