Inversion of Finite Toeplitz Matrices

Author:

Gohberg Israel,Heinig Georg

Publisher

Birkhäuser Basel

Reference5 articles.

1. I.C. Gohberg and A.A. Semencul, The inversion of finite Toeplitz matrices and their continual analogues. Matem. Issled. 7 (1972), no. 2(24), 201–223 (in Russian). MR0353038 (50 #5524), Zbl 0288.15004.

2. I.C. Gohberg and N.Ya. Krupnik, A formula for the inversion of finite Toeplitz matrices. Matem. Issled. 7 (1972), no. 2(24), 272–283 (in Russian). MR0353039 (50 #5525), Zbl 0288.15005.

3. L.M. Kutikov, The structure of matrices which are the inverse of the correlation matrices of random vector processes. Zh. Vychisl. Matem. Matem. Fiz. 7 (1967), 764–773 (in Russian). English translation: U.S.S.R. Comput. Math. Math. Phys. 7 (1967), no. 4, 58–71. MR0217863 (36 #952), Zbl 0251.15023.

4. I.I. Hirschman, Jr., Matrix-valued Toeplitz operators. Duke Math. J. 34 (1967), 403–415. MR0220002 (36 #3071), Zbl 0182.46203.

5. L.M. Kutikov, Inversion of correlation matrices. Izv. Akad. Nauk SSSR Tehn. Kibernet. (1965), no. 5, 42–47 (in Russian). English translation: Engineering Cybernetics (1965), no. 5, 35–39. MR0203871 (34 #3718).

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