Fuzzy algorithm for error-correcting estimation of radar signals

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Fuzzy algorithm for error-correcting estimation of radar signals

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An algorithm for fast capturing pseudorandom coded signals is developed by the use of fuzzy sets. This allows the level differences among the observed samples to be utilised in determining error-correcting estimation, resulting in a greater correct estimation probability than that of the conventional method under low signal-to-noise ratio conditions.

Inspec keywords: codes; fuzzy set theory; radar theory; binary sequences; signal detection

Other keywords: low signal-to-noise ratio conditions; low SNR; fuzzy algorithm; error-correcting estimation; correct estimation probability; ranging systems; fuzzy sets; radar signals; fast capturing pseudorandom coded signals

Subjects: Signal processing and detection; Information theory; Communications computing; Combinatorial mathematics; Military detection and tracking systems; Combinatorial mathematics; Codes; Radar theory

References

    1. 1)
      • A. Kandel . (1985) , Fuzzy mathematical techniques with applications.
    2. 2)
      • Shen, Q.: `Computer syntheses of the optimum Jacobian pulse codes', Proc. CIE Conf. Radar, 1984, China.
    3. 3)
      • Pearce, H.M.: `The threshold decoding estimator for synchronization with binary recursive sequences', Proc. IEEE Int. Conf. Communications, 1971.
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