Generation of generalized binary Barker sequences and their structure
DOI:
https://doi.org/10.18372/2073-4751.4.6359Keywords:
BarkerAbstract
A new kind of binary sequences which can be taken for a generalization and a further development ofbinary Barker Sequences is suggested. The generation rules for suggested kind of sequences and theirstructure analysis are worked out and presented.References
Barker R.H. Group Synchronizing of Binary Digital Sequences / R.H. Barker // Communication Theory. – 1953. – London: Butterworth. – P. 273–287.
Гантмахер В.Е. Шумоподобные сигналы. Анализ, синтез, обработка / В.Е. Гантмахер, Н.Е. Быстров, Д.В Чебо- тарев. − СПб.: Наука и техника, 2005. − 400 с.: ил.
Бабак В.П. Детерміновані сигнали і спектри: [навч. посіб. для студ. вищ. навч. закл.] / В.П. Бабак, А.Я. Білецький;[пер. з рос.]. – К.: Техніка, 2003. – 455с.
Быковцев И.С. Технические сред- ства и системы для обслуживания воздушного движения: Учебное пособие И.С. Быковцев, В.С. Демьянчук, В.А. Клименко и др. – К.: Украэрорух, 2012. – 508 с.
Мохарир П.С. Троичные последовательности Баркера / П.С. Мохарир // За- рубежная радиоэлектроника. – 1975. –№ 7. – C. 135–137.
Golomb S.W. Generalized Barker Codes / S.W. Golomb, D.A. Scholtz // IEEE Trans. on Inf. Theory. – 1965. – Vol. 11, N 4. – P. 533–537.
Turyn R.J. Four-Phase Barker Codes / R.J. Turyn // IEEE Trans. on Inf. Theory. – 1974. – Vol. 20, N 3. – P. 366–371.
Zhang N. Sixty-Phase Generalized Barker Sequences / N. Zhang, S.W. Golomb.// IEEE Trans. on Inf. Theory. – 1989. – Vol. 35, N 4. – P. 911–912.
Zhang N. A Limit Theorem for n- Phase Barker Sequences / N. Zhang, S.W. Golomb // IEEE Trans. on Inf. Theory. – 1990. – Vol. 36, N 4. – P. 863–868.
Zhang N. Uniqueness of the generalized Barker sequence of Length 6 / N. Zhang, S.W. Golomb // IEEE Trans. on Inf. Theory. – 1990. – Vol. 36, N 5. – P. 1167–1170.
Zhang N. On the crosscorrelation of generalized Barker sequences / N. Zhang, S.W. Golomb // IEEE Trans. on Inf. Theory. – 1990. – Vol. 36, N 6. – P. 1478–1480.
Chang N. On n-Phase Barker Sequences / N. Chang, S.W. Golomb // IEEE Trans. on Inf. Theory. – 1994. – Vol. 40, N 4. – P. 1251–1253.
Nunn C.J. Polyphase Pulse CompressionCodes with Optimal Peak and Integrated Sidelobes / C.J. Nunn, G.E. Coxson // IEEE Trans. on Aerospace and Electronics Systems. –2009. – Vol. 45, N 2. – P. 775–781.
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