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T. BOROS, Studies in Displacement Structure Theory. PhD thesis, Stanford University, Stanford, CA, June 1996.
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T. BOROS, A. H. SAYED, T. KAILATH, AND H. LEV-ARI, A generalized Schur-type algorithm for the joint factorization of a structured matrix and its inverse, Part I: Non-degenerate case, In preparation.
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A Generalized Schur-type Algorithm for the Joint Factorization of a Structured Matrix and Its Inverse, Part I: Non-degenerate Case
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T. BOROS, A. H. SAYED, T. KAILATH, AND H. LEV-ARI, A generalized Schur-type algorithm for the joint factorization of a structured matrix and its inverse, Part II: Degenerate case, In preparation.
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Y. GENIN, P. VAN DOOREN, T. KAILATH, J. DELOSME, AND M. MORF, On Σ-lossless transfer functions and related questions. Lin. Alg. and Its Appl. 50, (1983) 251-275.
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S. Y. Kung, H. Whitehouse, and T. Kailath, editors. Prentice Hall
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T. KAILATH, Signal processing in the VLSI era. In S. Y. Kung, H. Whitehouse, and T. Kailath, editors, VLSI and Modern Sign. Proc., pp. 5-24. Prentice Hall, 1985.
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Kailath, T.1
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0001900155
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Signal processing applications of some moment problems
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American Math. Soc.
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T. KAILATH, Signal processing applications of some moment problems. In Proc. of Symp. in Appl. Math. vol. 37, pp. 71-109. American Math. Soc., 1987.
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Kailath, T.1
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Generalized displacement structure for block-Toeplitz, Toeplitz-block, and Toeplitz-derived matrices
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T. KAILATH AND J. CHUN, Generalized displacement structure for block-Toeplitz, Toeplitz-block, and Toeplitz-derived matrices. SIAM J. Matrix Anal. Appl. 15(1), (January 1994) 114-128.
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S. Y. KUNG AND Y. H. HU, A highly concurrent algorithm and pipelined architecture for solving Toeplitz systems. IEEE Trans. on Acoust., Speech, and Sign. Proc. 31, (1983) 66-76.
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T. KAILATH, S. Y. KUNG, AND M. MORF, Displacement ranks of a matrix. Bulletin of the American Mathematical Society 1(5), (September 1979) 769-773.
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Displacement structure: Theory and applications
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T. KAILATH AND A. H. SAYED, Displacement structure: Theory and applications. SIAM Review 37(3), (1995) 297-386.
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PhD thesis, Stanford University, Stanford, CA, December
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H. LEV-ARI, Nonstationary Lattice-Filter Modeling. PhD thesis, Stanford University, Stanford, CA, December 1983.
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Nonstationary Lattice-Filter Modeling
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H. LEV-ARI AND T. KAILATH, Lattice filter parametrization and modeling of non-stationary processes. IEEE Trans. Inform. Theory 30, (1984) 2-16.
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H. LEV-ARI AND T. KAILATH, State-space approach to factorization of lossless transfer functions and structured matrices. Lin. Alg. and Its Appl. 162-164, (1992) 273-295.
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PhD thesis, Stanford University, Stanford, CA, August
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A. H. SAYED, Displacement Structure in Signal Processing and Mathematics. PhD thesis, Stanford University, Stanford, CA, August 1992.
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Displacement Structure in Signal Processing and Mathematics
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Sayed, A.H.1
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Square-root algorithms for structured matrices, interpolation, and completion problems
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Springer
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A. H. SAYED, T. CONSTANTINESCU, AND T. KAILATH, Square-root algorithms for structured matrices, interpolation, and completion problems. In Lin. Alg. for Sign. Proc., vol. 69 of IMA Volumes in Math. and its Appl., pp. 153-184. Springer, 1995.
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Time-varying displacement structure and triangular arrays
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A. H. SAYED, H. LEV-ARI, AND T. KAILATH, Time-varying displacement structure and triangular arrays. IEEE Trans. Signal Proc. 42, (May 1994) 1052-1062.
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