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Item type:Publication, Access status: with files , Inexact iterative projection methods for linear and nonlinear eigenvalue problemsWe give a general approach of the Jacobi- Davidson method based on any vector iteration to solve a linear or nonlinear eigenvalue problem. The influence of solving the Jacobi-Davidson correction equation inexactly is considered and we can prove linear convergence for three different cases of prerequisites. Finally, a special two parameter eigenvalue problem caused by dynamical systems with time delay is considered. Therefor, a functional which is similar to the Rayleigh functional is introduced.Publicationtype: Doctoral Thesis313 635