Pages that link to "Item:Q921082"

The following pages link to Pencils of real symmetric matrices and real algebraic curves (Q921082):

Displaying 14 items.

• Determinantal representations of hyperbolic forms via weighted shift matrices (Q300182) (← links)
• The local-global principle for symmetric determinantal representations of smooth plane curves in characteristic two (Q503801) (← links)
• Linear pencils on real algebraic curves (Q847683) (← links)
• Sturm and Sylvester algorithms revisited via tridiagonal determinantal representations (Q989047) (← links)
• Symmetric representation of ternary forms associated to some Toeplitz matrices (Q1656999) (← links)
• Unitary similarity of the determinantal representation of unitary bordering matrices (Q1690672) (← links)
• Inverse numerical range and determinantal representation (Q1791689) (← links)
• The Cayley--Hamilton theorem and inverse problems for multiparameter systems. (Q1873703) (← links)
• Computing real definite representations of Helton-Vinnikov theorem (Q2073140) (← links)
• Singular points of the algebraic curves of symmetric hyperbolic forms (Q2259262) (← links)
• Expressing a polynomial as the characteristic polynomial of a symmetric matrix (Q2640669) (← links)
• Inverse numerical range and Abel-Jacobi map of Hermitian determinantal representation (Q2666913) (← links)
• Computing the determinantal representations of hyperbolic forms (Q2828805) (← links)
• (Q4568077) (← links)