Pages that link to "Item:Q3652586"
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The following pages link to A simple algorithm for the inverse field of values problem (Q3652586):
Displaying 14 items.
- Interaction between Hermitian and normal imbeddings (Q272676) (← links)
- Ritz values of normal matrices and Ceva's theorem (Q389685) (← links)
- The computation of isotropic vectors (Q430989) (← links)
- Inverse numerical range and determinantal representation (Q1791689) (← links)
- An inverse indefinite numerical range problem (Q2259269) (← links)
- The inverse \(q\)-numerical range problem and connections to the Davis-Wielandt shell and the pseudospectra of a matrix (Q2402467) (← links)
- Revisiting the inverse field of values problem (Q2510844) (← links)
- The imbeddability for Hermitian and normal matrices (Q2637170) (← links)
- Inverse numerical range and Abel-Jacobi map of Hermitian determinantal representation (Q2666913) (← links)
- Continuity of the maximum-entropy inference: convex geometry and numerical ranges approach (Q2786609) (← links)
- Continuous selections of the inverse numerical range map (Q2789403) (← links)
- An inverse problem for the \(k\)-rank numerical range (Q2818264) (← links)
- Continuity properties of vectors realizing points in the classical field of values (Q2872502) (← links)
- Location of Ritz values in the numerical range of normal matrices (Q5860866) (← links)
