Pages that link to "Item:Q4943673"
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The following pages link to New Methods for Estimating the Distance to Uncontrollability (Q4943673):
Displaying 19 items.
- Computing the radius of controllability for state space systems (Q414570) (← links)
- The structured distance to non-surjectivity and its application to calculating the controllability radius of descriptor systems (Q662068) (← links)
- The structured distance to uncontrollability under multi-perturbations: an approach using multi-valued linear operators (Q709273) (← links)
- Robust controllability assessment via semi-definite programming (Q730095) (← links)
- On the structured distance to uncontrollability (Q1004100) (← links)
- Deflation in Krylov subspace methods and distance to uncontrollability (Q1042596) (← links)
- More on pseudospectra for polynomial eigenvalue problems and applications in control theory (Q1611913) (← links)
- The feedback search algorithm: estimating the distance of semi-explicit systems to \(\mathcal{R}\)-uncontrollability (Q1989181) (← links)
- Partial strong structural controllability (Q2139435) (← links)
- Robust controllability assessment and optimal actuator placement in dynamic networks (Q2338199) (← links)
- Computing the distance to uncontrollability via LMIs: lower bound computation with exactness verification (Q2519756) (← links)
- Generalized eigenvalue for even order tensors via Einstein product and its applications in multilinear control systems (Q2678847) (← links)
- The structured controllability radius of linear delay systems (Q2871734) (← links)
- Numerical Rank Deficiency in Matrix Products (Q4604571) (← links)
- Large-Scale and Global Maximization of the Distance to Instability (Q4644414) (← links)
- Fast Interpolation-Based Globality Certificates for Computing Kreiss Constants and the Distance to Uncontrollability (Q4986829) (← links)
- Computing the Kreiss Constant of a Matrix (Q5854656) (← links)
- The feedback invariant measures of distance to uncontrollability and unobservability (Q5863702) (← links)
- Fast computation of \(\mathrm{sep}_\lambda\) via interpolation-based globality certificates (Q6105419) (← links)
