Quadratic Eigenvalue Problems
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Article
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1995
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John Wiley and Sons
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English
β 517 KB
We consider the quadratic eigenvalue problem with selfadjoint operators R, S and T in the Hilbert space 8. The operator S is supposed to be "large" with respect to the operators R and T. For simplicity we assume that R and T have bounded inverses. If, additionally, S is uniformly positive, then (1)