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Original Articles

Optimal Nonlinear Filtering

Pages 516-522 | Received 29 Mar 1975, Published online: 11 Jul 2015

REFERENCES

  • THOMAS (J B). Introduction to Statistical Communication Theory. 1969. Wiley. Chapter 5.
  • RAO (BV) and KAJIJI (SH). Proc. IEE-IERE (India) (to be published).
  • IVAKHNENKO (AG) and LAPA (VG). Cybernetics and Forecasting Techniques. 1967. Elsevier. Chapters 3 and 4.
  • MIDDLETON (D). An Introduction to Statistical Communication Theory. 1960 McGraw-Hill. Chapters 2, 19 and 20.
  • ZADEH (L). Optimum Nonlinear Filters. J. Appl. Phys 24. 1953: 396–404.
  • LUBBOCK (JK). The Optimization of a Class of Nonlinear Filters. Proc. IEE (UK). 107C, Nov. 1959, 69–83.
  • BELLO (P), LINCOLN (RN) and GISH (H). A Statistical Delta Modulation System. Proc. IEEE. 55. 3. 1967. 308–319.
  • DAVENPORT (WE) and ROOT (WL). An Introduction to the Theory of Random Signals and Noise. McGraw-Hill. 1958. Chapter 1.1.6.
  • GRADSHTEYN (IS) and RYSHIK (IM). Tables of Series and Integrals. Academic Press. 1965. 4.355(1), P 577.
  • TIKHONOV (VI). Nonlinear Optimal Filtering and Quasi Coherent Reception of Signals. Izv. VUZ Radio Elektronik (USSR). 13, 2; 1970; 152–170, (In Russian).
  • MEDVEDEV (GS). Optimal Nonlinear Filters for Markov Processes. Tekh Kiberaetika (USSR), Engl. Transl, in Engg. Cybern. (USA). No. 5, July 1970; 94–102.

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