Pages that link to "Item:Q5042402"
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The following pages link to Symplectic eigenvalues of positive-semidefinite matrices and the trace minimization theorem (Q5042402):
Displaying 11 items.
- Symmetric \(\Gamma \)-submanifolds of positive definite matrices and the Sylvester equation \(XM=NX\) (Q549288) (← links)
- On the symplectic eigenvalues of positive definite matrices (Q1789207) (← links)
- Trace minimization and definiteness of symmetric pencils (Q1805221) (← links)
- On generalizing trace minimization principles (Q2093530) (← links)
- Symmetry minimizes the principal eigenvalue: an example for the Pucci's sup-operator (Q2255331) (← links)
- Perturbation bounds for Williamson's symplectic normal form (Q2396707) (← links)
- A new version of Schur–Horn type theorem (Q6102228) (← links)
- Optimization on the symplectic Stiefel manifold: SR decomposition-based retraction and applications (Q6185976) (← links)
- New properties of a special matrix related to positive-definite matrices (Q6198243) (← links)
- Another proof of a result on the doubly superstochastic matrices (Q6593274) (← links)
- An order relation between eigenvalues and symplectic eigenvalues of a class of infinite-dimensional operators (Q6642010) (← links)
