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An Exact Penalty Function Method for Solving the Full Eigenvalue and Eigenvector ProblemThe investigation of the full eigenvalue and eigenvector problem in the case of multiple or close
Numerical modeling of leaky electromagnetic waves in planar dielectric waveguides-adjoint, so that the eigenvalues can turn out to be complex quantities. The problem of finding eigenvalues
Approximation of Variational Eigenvalue ProblemsA variational eigenvalue problem in an infinite-dimensional Hilbert space is approximated by a
L p theory of second-order elliptic operators with discontinuous coefficients to investigate auxiliary eigenvalue problems corresponding to singular points such as a corner point and a node
On calculation of quadrupole operator in orthogonal Bargmann-Moshinsky basis of SU(3) group eigenvalue problem of the Hermitian labeling operator of an envelope algebra of the SU(3) group. Calculations
Investigation of the eigenvalue problem on eigenvibration of a loaded string fixed elastically is investigated. The problem has an increasing sequence of positive simple eigenvalues
Approximation of the eigenvalue problem on eigenvibration of a loaded bar of a differential eigenvalue problem describing eigenvibrations of an elastic bar with load rigidly
Approximation of differential eigenvalue problemsTo solve a one-dimensional second-order differential eigenvalue problem, we use the finite
Eigenvalue problem for partial differential equations with deviating arguments and perturbation theory© 2016, Pleiades Publishing, Ltd.In this paper we formulate a spectral problem for partial
Approximation of differential eigenvalue problems with a nonlinear dependence on the parameterA differential eigenvalue problem with a nonlinear dependence on the parameter is approximated
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