Some good frequency hopping sequences with arbitrary number of slots

We propose a new construction of some favorable FH (frequency-hopping) sequences with an p/sup k/-p/sup m/ number of slots using a FSR (feedback shift register) over GF(p) and some nonlinear logic. We show that the resulting sequences satisfy the (almost) uniform symbol distribution in one period an...

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Bibliographic Details
Published in2001 MILCOM Proceedings Communications for Network-Centric Operations: Creating the Information Force (Cat. No.01CH37277) Vol. 2; pp. 1325 - 1329 vol.2
Main Authors Seong-Bok Park, Kwang-Eog Lee, Young-Kyun Choi, Yu-Chang Eun, Hong-Yeop Song
Format Conference Proceeding
LanguageEnglish
Published IEEE 2001
Subjects
Autocorrelation
Feedback
Frequency
Hardware
Logic
Optimization methods
Reed-Solomon codes
Shift registers
Signal synthesis
Spread spectrum communication
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Summary:We propose a new construction of some favorable FH (frequency-hopping) sequences with an p/sup k/-p/sup m/ number of slots using a FSR (feedback shift register) over GF(p) and some nonlinear logic. We show that the resulting sequences satisfy the (almost) uniform symbol distribution in one period and pre-serve a reasonably good Hamming correlation property so that they are appropriate for military applications.
ISBN:9780780372252
0780372255
DOI:10.1109/MILCOM.2001.986070