• Theoretical background; Perturbation theory; Error analysis; Solution of linear algebraic equations; Hermitian matrices; Reduction of a general matrix to condensed form; Eigenvalues of matrices of condensed forms; The LR and QR algorithms; Iterative methods; Bibliography; Index.

'Questions of sensitivity, and the economy and stability of many numerical methods are treated in rigorous detail, but always in a manner accessible to engineers and scientists.'Quarterly of Applied Mathematics

• Theoretical background; Perturbation theory; Error analysis; Solution of linear algebraic equations; Hermitian matrices; Reduction of a general matrix to condensed form; Eigenvalues of matrices of condensed forms; The LR and QR algorithms; Iterative methods; Bibliography; Index.

'Questions of sensitivity, and the economy and stability of many numerical methods are treated in rigorous detail, but always in a manner accessible to engineers and scientists.'Quarterly of Applied Mathematics

• Theoretical background; Perturbation theory; Error analysis; Solution of linear algebraic equations; Hermitian matrices; Reduction of a general matrix to condensed form; Eigenvalues of matrices of condensed forms; The LR and QR algorithms; Iterative methods; Bibliography; Index.

'Questions of sensitivity, and the economy and stability of many numerical methods are treated in rigorous detail, but always in a manner accessible to engineers and scientists.'Quarterly of Applied Mathematics