Pages that link to "Item:Q1907131"
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The following pages link to Methods for computing lower bounds to eigenvalues of self-adjoint operators (Q1907131):
Displaying 16 items.
- Nonconforming finite element approximations of the Steklov eigenvalue problem and its lower bound approximations. (Q351956) (← links)
- Local two-sided bounds for eigenvalues of self-adjoint operators (Q522232) (← links)
- A framework of verified eigenvalue bounds for self-adjoint differential operators (Q669702) (← links)
- The Trefftz-Fichera method for semigroups. Potential of power type (Q761770) (← links)
- Any three eigenvalues do not determine a triangle (Q828329) (← links)
- Numerical verification method for infinite dimensional eigenvalue problems (Q849194) (← links)
- Alternatives to Bazley's special choice for eigenvalue lower bounds (Q937644) (← links)
- Bounds to eigenvalues of the Laplacian on L-shaped domain by variational methods (Q1034662) (← links)
- Flux reconstructions in the Lehmann-Goerisch method for lower bounds on eigenvalues (Q1636818) (← links)
- Lower bounds to ground-state eigenvalues (Q1861892) (← links)
- A counterexample to Payne's nodal line conjecture with few holes (Q2246951) (← links)
- A strategy for detecting extreme eigenvalues bounding gaps in the discrete spectrum of self-adjoint operators (Q2468909) (← links)
- Guaranteed lower bounds of the smallest eigenvalues of elliptic differential operators (Q2874285) (← links)
- (Q3361433) (← links)
- (Q3750070) (← links)
- Computational Lower Bounds of the Maxwell Eigenvalues (Q5886243) (← links)
