Pages that link to "Item:Q857552"
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The following pages link to Rational Krylov for eigenvalue computation and model order reduction (Q857552):
Displaying 20 items.
- Adaptive rational Krylov subspaces for large-scale dynamical systems (Q411672) (← links)
- Strategies for spectrum slicing based on restarted Lanczos methods (Q430994) (← links)
- On convergence of iterative projection methods for symmetric eigenvalue problems (Q730577) (← links)
- Rational Krylov sequence methods for eigenvalue computation (Q760159) (← links)
- Rational Krylov for real pencils with complex eigenvalues (Q987867) (← links)
- Rational Krylov algorithms for nonsymmetric eigenvalue problems. II: Matrix pairs (Q1319992) (← links)
- The rational Krylov algorithm for nonsymmetric eigenvalue problems. III: Complex shifts for real matrices (Q1343049) (← links)
- An implicit filter for rational Krylov using core transformations (Q1630055) (← links)
- Functions of rational Krylov space matrices and their decay properties (Q2038417) (← links)
- Generation of orthogonal rational functions by procedures for structured matrices (Q2066217) (← links)
- Model order reduction of layered waveguides via rational Krylov fitting (Q2100549) (← links)
- Refined isogeometric analysis for generalized Hermitian eigenproblems (Q2236976) (← links)
- Inheritance properties of Krylov subspace methods for continuous-time algebraic Riccati equations (Q2297136) (← links)
- A global rational Arnoldi method for model reduction (Q2359997) (← links)
- Analysis of the rational Krylov subspace projection method for large-scale algebraic Riccati equations (Q2834694) (← links)
- Review and assessment of interpolatory model order reduction methods for frequency response structural dynamics and acoustics problems (Q2911849) (← links)
- An adaptive scheme for a class of interpolatory model reduction methods for frequency response problems (Q2952206) (← links)
- Model Reduction Methods for Solving Symmetric Rational Eigenvalue Problems (Q2954943) (← links)
- A compact rational Krylov method for large‐scale rational eigenvalue problems (Q3120314) (← links)
- A Padé-based factorization-free algorithm for identifying the eigenvalues missed by a generalized symmetric eigensolver (Q3399306) (← links)
