Numerical methods for computing the eigenvalues of linear fourth-order boundary-value problems

@inproceedings{Twizell2001NumericalMF,
  title={Numerical methods for computing the eigenvalues of linear fourth-order boundary-value problems},
  author={Edward H. Twizell and Sleiman Matar},
  year={2001}
}
Twizell, E.H. and S.A. Matar, Numerical methods for computing the eigenvalues of linear fourth-order boundary-value problems, Journal of Computational and Applied Mathematics 40 (1992) 115-125. Novel finite-difference methods are developed for approximating the cigenvalues of three types of linear, fourth-order, two-point, boundary-value problems. The fourth-order differential equation is transformed into a system of first-order equations and the numerical methods are derived by replacing the… CONTINUE READING