Pages that link to "Item:Q2888210"

The following pages link to Numerical method for finding the eigenvalues of discrete lower semibounded operators (Q2888210):

Displaying 9 items.

• Methods for computing lower bounds to eigenvalues of self-adjoint operators (Q1907131) (← links)
• Numerical computation of eigenvalues in spectral gaps of Schrödinger operators (Q2151630) (← links)
• Calculation of spectral characteristics of perturbed self-adjoint operators by methods of regularized traces (Q2331398) (← links)
• A nonlinear analogue of the implicit method in the theory of the perturbation of an isolated eigenvalue (Q4735680) (← links)
• (Q4901109) (← links)
• Calculation of Eigenvalues of Discrete Semibounded Differential Operators (Q4972181) (← links)
• Algorithms Invenire Asymptotic Formulas Eigenvalues Discreta Semi-Terminus Operators (Q6056861) (← links)
• BOUNDARY VALUE PROBLEM FOR THE EQUATION OF UNSTEADY THERMAL CONDUCTIVITY IN A NON-CYLINDRICAL REGION (Q6081686) (← links)
• Algorithms for the computation of the eigenvalues of discrete semi-bounded operators defined on quantum graphs (Q6488046) (← links)