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A KIND OF INVERSE EIGENVALUE PROBLEM FOR REAL BI-SYMMETRIC PERIODIC JACOBI MATRICES
Kong Cuifang, Lu Tongxing
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    1997, 14 (S1): 515-517.  
Abstract271)      PDF (121KB)(1088)      
A kind of inverse eigenvalue problem is proposed for real bi symmetric periodic Jacobi marices. The sufficient condition for the problem to have unique solution has been apecified. When the condition holds, the calculating formula derived here can be used.
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