【摘 要】
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A number of new results on sufficient conditions for the solvability and numerical algorithms of the following general algebraic inverse eigenvalue problem are
【机 构】
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Department of Mathematics, Shandong University, Jinan 250100, China“,”ICMSEC, Academy of Mathematics
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A number of new results on sufficient conditions for the solvability and numerical algorithms of the following general algebraic inverse eigenvalue problem are obtained: Given n+1 real n×n matrices A = (aij), Ak = (a(k)ij))(k = 1, 2 , n) and n distinct real numbers λ1, λ2 , λn, find n real numbers c1, c2,..., cn such that the matrix A(c) = A + n∑k=1 ckAk has eigenvalues λ1, λ2,..., λn.
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