Pidstryhach Institute for Applied Problems of Mechanics and Mathematics
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摘要
We consider an iteration algorithm for determining the eigenvalues of an algebraic two-parameter spectral problem with the use of Newton’s method and a new efficient numerical procedure for calculation of the derivative of a determinant. Numerical examples are given.
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关键词
Eigenvalue Problem,Spectral Problem,Lower Triangular Matrix,Efficient Numerical Method,Pidstryhach Institute
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