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- W2389367989 abstract "In this paper, five complex transformation matrices (four of them are proposed by the authers) and least square method are used, and an algorithm for Hermitian indefinite generalized eigenvalue problem Ax=λBx is established.When A and B are real symmetric and B is nonsingular, HR algorithm can be used to solve it.Here, A and B are Hermitian and B may be singular.The new algorithm is called 'CHR'.Four new complex transformation matrices are: Unitary diagonal exchange matrix T; Complex quasi-Givens matrix; Fast complex quasi-Givena transformation matrix and Complex quasi-House holder matrix." @default.
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- W2389367989 date "1993-01-01" @default.
- W2389367989 modified "2023-09-25" @default.
- W2389367989 title "An Algorithm for Hermitian Indefinite Generalized Eigenvalue Problems" @default.
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