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Omura, Jim K.

Optimal receiver design for convolutional codes and channels with memory via control theoretical concepts. (English) Zbl 0221.94014

Inf. Sci. 3, 243-266 (1971).
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Cited in 2 Documents

MSC:

94B10 Convolutional codes
94B35 Decoding
68Q45 Formal languages and automata
94A29 Source coding
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[1] Schweppe, F. C.; Gray, D. L., Radar signal design subject to simultaneous peak and average power constraints, IEEE Trans. Information Theory, IT-12, 13-26 (January 1966)
[2] Schweppe, F. C., State space evaluation of the Bhattacharyya distance between two Gaussian processes, Information and Control, 11, 352-372 (September 1967) · Zbl 0165.53604
[3] Athans, M.; Schweppe, F. C., Optimal waveform design via control theoretic concepts, Information and Control, 10, 335-377 (April 1967) · Zbl 0154.44201
[4] Snyder, D. L., A state-variable approach to analog communication theory, IEEE Trans. Information Theory, IT-14, 94-104 (January 1968) · Zbl 0155.27804
[5] Baggeroer, A. B., A state variable approach to the solution of Fredholm integral equations, IEEE Trans. Information Theory, IT-15, 557-570 (September 1969) · Zbl 0176.47103
[6] Baggeroer, A. B., Some Applications of State Variable Techniques in Communications Theory, (Sc.D. Thesis (February 1968), Department of Electrical Engineering, M. I. T.: Department of Electrical Engineering, M. I. T. Stanford, Calif.) · Zbl 0176.47103
[7] McAulay, R. J., Optimization Techniques Applied to PPM Signal Design, (Ph.D. Dissertation (June 1967), University of California) · Zbl 0165.53505
[8] Henderson, T. L.; Lainiotis, D. G., Application of state-variable techniques to optimal feature extraction-multichannel analog data, IEEE Trans. Information Theory, IT-16, 396-405 (July 1970) · Zbl 0205.47504
[9] Kailath, T., The innovations approach to detection and estimation theory, (Proceedings of the IEEE, 58 (May 1970)), 680-695
[10] Omura, J. K., Optimum linear transmission of analog data for channels with feedback, IEEE Trans. Information Theory, IT-14, 38-43 (January 1968)
[11] Omura, J. K., On the Viterbi decoding algorithm, IEEE Trans. Information Theory, IT-15, 177-179 (January 1969), (correspondence)
[12] Arbib, M. A., A common framework for automata theory and control theory, SIAM J. Control, 3, 206-222 (1965) · Zbl 0145.12401
[13] Swain, P. H.; Fu, K. S., On relationships between the theories of discrete-state and continuous-state linear time-invariant systems, (Proc. 4th Ann. Allerton Conf. on Circuit and System Theory, Urbana, Ill. (October 1966)), 794-804
[14] Massey, J. L.; Sain, M. K., Codes, automata, and continuous systems: Explicit interconnections, IEEE Trans. Automatic Control, AC-12, 644-651 (December 1967)
[15] Sain, M. K.; Massey, J. L., Invertibility of linear time-invariant dynamical systems, IEEE Trans. Automatic Control, AC-14, 141-150 (April 1969)
[16] Massey, J. L.; Sain, M. K., Inverse problems in coding, automata, and continuous systems, (Proc. 8th Ann. Symp. on Switching and Automata Theory (October 1967)), 226-232, Austin, Texas
[17] Forney, G. D., Algebraic structure of convolutional codes (Abstract), (presented at IEEE International Symposium on Information Theory (January 1969)), Ellenville, N.Y. · Zbl 0205.20702
[18] Morrissey, T. N., Analysis of decoders for convolutional codes by stochastic sequential machine methods, IEEE Trans. Information Theory, IT-16, 460-469 (July 1970) · Zbl 0205.20601
[19] Bellman, R., (Dynamic Programming (1957), Princeton University Press: Princeton University Press Berkeley) · Zbl 0077.13605
[20] Viterbi, A. J., Error bounds for convolutional codes and an asymptotically optimum decoding algorithm, IEEE Trans. Information Theory, IT-13, 260-269 (April 1967) · Zbl 0148.40501
[21] Forney, G. D., Review of Random Tree Codes, (Appendix A of Final Report on Contract NAS2-3637, NASA CR 73176 (December 1967), NASA Ames Research Center: NASA Ames Research Center Princeton, N. J.)
[22] Viterbi, A. J., Convolutional codes: The state-diagram approach to optimal decoding and performance analysis for memoryless channels, Jet Propulsion Laboratory Space Programs Summary 37-58, III, 50-55 (August 1969)
[23] Viterbi, A. J.; Odenwalder, J. P., Further results on optimal decoding of convolutional codes, IEEE Trans. Information Theory, IT-15, 732-734 (November 1969) · Zbl 0184.44102
[24] Bucher, E. A.; Heller, J. A., Error probability bounds for systematic convolutional codes, IEEE Trans. Information Theory, IT-16, 219-223 (March 1970) · Zbl 0192.56401
[25] Aein, J. M.; Hancock, J. C., Reducing the effects of intersymbol interference with correlation receivers, IEEE Trans. Information Theory, IT-9, 167-175 (July 1963)
[26] Aaron, M. R.; Tufts, D. W., Intersymbol interference and error probability, IEEE Trans. Information Theory, IT-12, 26-34 (January 1966)
[27] Lucky, R. W., A functional analysis relating delay variation and intersymbol interference in data transmission, Bell Systems Tech. J., 42, 2427-2483 (September 1963)
[28] Lucky, R. W., Automatic equalization for digital communication, Bell System Tech. J, 44, 547-588 (April 1965)
[29] Lucky, R. W., Techniques for adaptive equalization of digital communication systems, Bell System Tech. J., 45, 255-286 (February 1966)
[30] Saltzberg, B. R., Intersymbol interference error bounds with application to ideal band-limited signaling, IEEE Trans. Information Theory, IT-14, 563-568 (July 1968)
[31] Proakis, J. G.; Miller, J. H., An adaptive receiver for digital signalling through channels with intersymbol interference, IEEE Trans. Information Theory, IT-15, 484-497 (July 1969)
[32] Chang, R. W.; Hancock, J. C., On receiver structures for channels having memory, IEEE Trans. Information Theory, IT-12, 463-468 (October 1966)
[33] Austin, M. E., Decision-Feedback Equalization for Digital Communication Over Dispersive Channels, (Technical Rept. 437 (August 1967), M. I. T. Lincoln Laboratory: M. I. T. Lincoln Laboratory Moffett Field, Calif.), (Sc. D. Thesis, M. I. T., May 1967)
[34] Abend, K.; Jr., T. J.Harley; Fritchman, B. D.; Gumacos, C., On optimum receivers for channels having memory, IEEE Trans. Information Theory, IT-14, 819-820 (November 1968)
[35] Bowen, R. R., Bayesian decision procedure for interfering digital signals, IEEE Trans. Information Theory, IT-15, 506-507 (July 1969) · Zbl 0174.22301
[36] Abend, K.; Fritchman, B. D., Statistical detection for communication channels with intersymbol interference, (Proc. IEEE, 58 (May 1970)), 779-785
[37] George, D. A., Matched filters for interfering signals, IEEE Trans. Information Theory, IT-11, 153-154 (January 1965)
[38] Jr., G. D.Forney, (Concatenated Codes (1967), MIT Press: MIT Press Lexington, Mass.)
[39] Shannon, C. E., Communication in the Presence of Noise, (Proc. of IRE, 37 (January 1949)), 10-21
[40] Jr., J. T.Cordaro; Wagner, T. J., Intersymbol interference on a continuous-time Gaussian channel, IEEE Trans. Information Theory, IT-16, 422-428 (July 1970) · Zbl 0205.47405
[41] Wozencraft, J. M.; Jacobs, I. M., (Principles of Communication Engineering (1965), Wiley: Wiley Cambridge, Mass.), 23
[42] Tou, J. T., (Optimum Design of Digital Control Systems (1963), Academic Press: Academic Press New York) · Zbl 0115.12503
[43] G.D. Forney Jr., Maximum likelihood sequence estimation of digital sequences in the presence of intersymbol interference, submitted to IEEE Trans. Information Theory.; G.D. Forney Jr., Maximum likelihood sequence estimation of digital sequences in the presence of intersymbol interference, submitted to IEEE Trans. Information Theory. · Zbl 0229.94012
[44] Omura, J. K., On optimum receivers for channels with intersymbol interference (Abstract), (presented at IEEE International Symposium on Information Theory (June 1970)), Noordwijk, Holland · Zbl 0274.94008
[45] Wozencraft, J. M.; Jacobs, I. M., (Principles of Communication Engineering (1965), Wiley: Wiley New York), 248
[46] Wozencraft, J. M.; Jacobs, I. M., (Principles of Communication Engineering (1965), Wiley: Wiley New York), 84
[47] Grenander, M.; Szego, G., (Toeplitz Forms and Their Applications (1958), University of Cali fomia Press: University of Cali fomia Press New York) · Zbl 0080.09501
[48] Wozencraft, J. M.; Jacobs, I. M., (Principles of Communication Engineering (1965), Wiley: Wiley Berkeley, Calif.), Chapter 6
[49] Wozencraft, J. M.; Jacobs, I. M., (Principles of Communication Engineering (1965), Wiley: Wiley New York), 319
[50] Larson, R. E., A survey of dynamic programming computation procedures, IEEE Trans. Automatic Control, AC-12, 767-774 (December 1967)
[51] Ramsey, J. L., Realization of optimum interleavers, IEEE Trans. Information Theory, IT-16, 338-345 (May 1970) · Zbl 0197.45403
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