An inverse eigenvalue problem and a matrix approximation problem for symmetric skew-hamiltonian matrices


Based on the theory of inverse eigenvalue problem, a correction of an approximate model is discussed, which can be formulated as NX=XΛ, where X and Λ are given identified modal and eigenvalues matrices, respectively. The solvability conditions for a symmetric skew-Hamiltonian matrix N are established and an explicit expression of the solutions is derived… (More)
DOI: 10.1007/s11075-007-9124-0

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