A survey of one-coincidence sequences for frequency-hopped spread-spectrum systems

IEE Proceedings F: Communications Radar and Signal Processing

Volumn 131, Issue 7, 1984, Pages 719-724

  Shaar, A A ^a   Davies, P A ^a  

^a UNIVERSITY OF KENT   (United Kingdom)

Author keywords

Frequency hopping; Mathematical techniques; One coincidence sequence sets

Indexed keywords

FREQUENCY HOPPING; ONE-COINCIDENCE SEQUENCES;

RADIO TRANSMISSION;

EID: 0021574004     PISSN: 01437070     EISSN: None     Source Type: Journal    
DOI: 10.1049/ip-f-1.1984.0108     Document Type: Article

References (18)

1. SARWATE, D.V., and PURSLEY, M.B.: ‘Hopping patterns for frequency hopped multiple access communications’. IEEE international conference on communications, 1978, pp. 7.4.1-7.4.3
2. COOPER, G.R., and NETTLETON, R.W.: ‘A spread spectrum technique for high-capacity mobile communications’, IEEE Trans., 1978, VT-27, pp. 264-275
3. SHAAR, A.A.: ‘Properties of sequences used for frequency hopping spread spectrum systems’. M.Sc. thesis, University of Kent at Canterbury, UK, 1981
4. McELIECE, R.J.: ‘Some combinatorial aspects of spread spectrum communication systems’, in SKWIRZYNSKI, J.K. (Ed.): ‘New concepts in multi-user communications’ (NASI Sirjhoff and Noordhoff, 1981)
5. SHAAR, A.A., and DAVIES, P. A.: ‘Prime sequences: quasi-optimal sequences for OR channel code division multiplexing’, Electron. Lett., 1983, 19,(21), pp. 888-890
6. TITLEBAUM, E.L.: ‘Time frequency hop signals, Part I: Coding based upon the theory of linear congruences’, IEEE Trans., 1981, AES-17, pp. 490-493
7. MacWILLIAMS, F.J., and SLOANE, N.J.A.: ‘The theory of error correcting codes’ (North-Holland, 1977)
8. EINARSSON, G.: ‘Address assignment for a time-frequency-coded, spread spectrum system’, Bell Syst. Tech. J., 1980, 59, pp. 1241-1255
9. LEMPEL, A., and GREENBERGER, H.: ‘Families of sequences with optimal Hamming correlation properties’, IEEE Trans., 1974, IT-20, pp. 90-94
10. GOLOMB, S.W.: ‘Shift register sequences’ (Holden-Day, 1967)
11. PETERSON, W.W., and WELDON, E.J.: ‘Error correcting codes’ (MIT Press, 1972, 2nd edn.)
12. BERLEKAMP, E.R.: ‘Algebraic coding theory’ (McGraw-Hill, 1968)
13. TRUONG, T.K., DEUTCH, L.J., REED, I.S., HSU, I.S., WANG, K., and YEH, C.S.: ‘The VLSI design of a Reed Solomon encoder using Berlekamp's bit serial multipler algorithm'. TDA progress report 42-70, pp. 72-86, May/June 1982
14. PERLMAN, M., and LEE, J.J.: ‘The Reed Solomon encoders: conventional versus Berlekamp's architecture'. NASA-CR-169754, Jet Propulsion Laboratories, Dec. 1982, p. 70
15. MERSEREAU, R.M., and SEAY, T.S.: ‘Multiple access frequency hopping patterns with low ambiguity’, IEEE Trans., 1981, AES-17, pp. 571-578
16. REED, I.S.: ‘K-th order near-orthogonal codes’, IEEE Trans., 1971, IT-15, pp. 116-117
17. SOLOMON, G.: ‘Optimal frequency hopping sequences for multiple access’. Proceedings of symposium on spread spectrum communications, 1973, Vol. 1, AD-915 852, pp. 33-35
18. SARWATE, D.V., and PURSLEY, M.B.: ‘Cross-correlation properties of pseudorandom and related sequences’, Proc. IEEE, 1980, 68, pp. 593-619