Abstract:
A modification of the method proposed earlier by the author for solving nonlinear selfadjoint eigenvalue problems for linear Hamiltonian systems of ordinary differential equations is examined. The basic assumption is that the initial data (that is, the system matrix and the matrices specifying the boundary conditions) are monotone functions of the spectral parameter.
Key words:Hamiltonian system of ordinary differential equations, nonlinear eigenvalue problem, eigenvalue.
Fulltext:
PDF file (172 kB)