Approximation of differential eigenvalue problems with a nonlinear dependence on the parameterA differential
eigenvalue problem with a nonlinear dependence on the parameter is approximated
Approximation of differential eigenvalue problemsTo solve a one-dimensional second-order differential
eigenvalue problem, we use the finite
Investigation of eigenvibrations of a loaded bar© The Authors, published by EDP Sciences, 2018. The differential
eigenvalue problem describing
Investigation of eigenvibrations of a simply supported beam with a load© 2018 Author(s). The differential
eigenvalue problem describing eigenvibrations of a simply
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
Violation of covalent bonding in fullerenes (energy of radicalization, exchange integral, atom spin density, and squared spin
eigenvalue The existence of eigenvalues for operators acting in L 2(R n) of
eigenvalues and characteristic values for operator F(D) − C(λ): L2(Rm) → L2(Rm), where F(D) is a pseudo
Approximation of operator eigenvalue problems in a Hilbert space© Published under licence by IOP Publishing Ltd.The
eigenvalue problem for a compact symmetric