Householder’s Tridiagonalization of a Symmetric Matrix
In an early paper in this series  Householder’s algorithm for the tridiagonalization of a real symmetric matrix was discussed. In the light of experience gained since its publication and in view of its importance it seems worthwhile to issue improved versions of the procedure given there. More than one variant is given since the most efficient form of the procedure depends on the method used to solve the eigenproblem of the derived tridiagonal matrix.
KeywordsLinear Array Tridiagonal Matrix Binary Digit Inverse Iteration Lower Triangle
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