• The Journal of Korean Institute of Communications and Information Sciences
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• v.36 no.10B
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• pp.1246-1251
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• 2011

In this paper, BPSK-OFDM-based LED communication systems are applied to watermarking techniques, were studied on how to transfer the additional information data with at the same time as the transfer of LED communication data. For watermarking kasami code was used as spreading codes, and spread additional data is controlled by small signal level to be BPSK-OFDM does not affect the optical signal. BPSK-OFDM is added to an optical signal is transmitted. The performance of the spreading code as a kasami code is autocorrelation of the noise-free environment, under the noise environment was confirmed by autocorrelation. BPSK-OFDM-based LED communication system has been applied proposed technique throughout the simulation in analyzed to BER of BPSK-OFDM DER performance and watermark signal level according to signal size level of data. That was availability confirmed for watermarking data transmit techniques data as being analysis detection performance of watermarking information using LED communication according to the code.

• Journal of Satellite, Information and Communications
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• v.6 no.2
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• pp.125-130
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• 2011

In this paper, there was compared to the performance of the Auto Correlation Feature of each code using Spreading code for improving the data transmission technology in T-DMB disaster broadcasting. Generally, wireless mobile communication environment such as DMB occur the Inter Code Interference and the Multi-Path Interference in the process of the identification of the transmitter from the receiver. To solve this problem, spreading code technology was able to improve the security property. Also, it will be able to use in many fields of signal processing, because to control a period of the code can be variable. Therefore, in this paper, we studied to compare the performance of excellent orthogonal Golay code, Kasami code and ZCD(Zero Correlation Duration) code.

• Journal of Broadcast Engineering
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• v.16 no.1
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• pp.64-72
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• 2011

In a Single Frequency Network (SFN) for Advanced Television Systems Committee (ATSC) terrestrial digital television (DTV) system, the interferences induced by the multiple transmitters and/or repeaters using same frequency are unavoidable. To ease the interference handing in the SFN for ATSC DTV system, transmitter identification (TxID) signal is recommended in the ATSC terrestrial DTV system. The TxID signal is embedded in the ATSC DTV signal and transmitted from each transmitter and repeater within the SFN and in ATSC recommended practice (RP) A/111, Kasami sequence is recommended as the TxID signal. In this paper, we propose an additional data transmission scheme using the TxID signal. In the proposed scheme, the Kasami sequence not only acts as the conventional TxID of the SFN for ATSC terrestrial DTV system but also carriers the additional data bits on its polarity and the code phase.

• Journal of Advanced Navigation Technology
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• v.21 no.3
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• pp.258-263
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• 2017

This paper analyzed GNSS signal acquisition performance of a regional navigation receiver when an interference cancellation capability is applied. Intereference between the regional navigation and GNSS signal can be mitigated by the interference cancellation technique such as the successive interference cancellation (SIC) algorithm. However signal acquisition performance will be degraded when jamming-to-signal ratio (J/S) is large due to a cross-correlation properties of residual signals. In this paper we analyzed signal acquisition performance degradation due to the interference between the Kasami and GNSS Gold code signal. Monte Carlo simulation is used for the analysis and compared results with those of GNSS Gold code only condition.

• Journal of the Korea Institute of Information and Communication Engineering
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• v.16 no.4
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• pp.730-736
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• 2012

PN(Pseudo Noise) sequences play an important role in wireless communications, such as in a CDMA(code division multiple access) communication system. If there is a crash when multiple users simultaneously connected to a system, then PN sequences with low correlation help to minimize multiple access interference in such communication system. In this paper we propose a family of non-linear extended binary sequences with low cross-correlations and the family include $m$-sequence, GMW sequence, Kasami sequence and No sequence with optimal cross-correlation in terms of Welch bound. And we analyze cross-correlation of these sequences.

• The Journal of the Institute of Internet, Broadcasting and Communication
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• v.11 no.4
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• pp.195-201
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• 2011

Cognitive radio (CR), which is proposed as a technology that utilizes the frequency resources effectively, has studied to relive scarcity of the frequency resources. CR provides opportunistically under-utilize licensed frequency to the secondary user. However, in the wireless channels, due to the effect of fading and shadowing environments, spectrum sensing performance is compromised. Besides, to detect and classify various CR systems, a novel spectrum sensing algorithm is needed. Therefore, in this paper, we proposed the spectrum sensing algorithm with water marking scheme.

• Proceedings of the Korea Institutes of Information Security and Cryptology Conference
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• 1991.11a
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• pp.134-143
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• 1991

코드분할 다중통신(Code Division Multiple Access Communication)은 Spread Spectrum 통신의 발전된 형태로서 군사목적상 이동 무선통신(Combat Multiple Communication)을 위해서 최근들어 급속도로 중요시 되고있다. 잘 알려진 바와 같이 두 가지 가장 일반적인 다중통신 방식은 주파수 분할 다중통신방식과 시분할 다중 통신 방식이다. 주파수 분할 다중통신 방식에서는 모든 사용자가 각각 다른 주파수를 사용하여 동시에 신호를 보내고 시분할 다중통신에서는 같은 주파수를 사용하되 시간대를 달리하고 있다. 이 두가지 방식을 결합하여 모든 사용자가 같은 시각과 같은 주파수를 공유하여 통신을 가능케 할 수 있는 방식이 코드분할 다중통신이다. 여기에서 사용자는 각각 고유한 코드를 부여받는다. 이때 각 코드간에는 낮은 상관계수(Cross-correlation )를 가져야 하며, 이러한 성질을 만족하는 코드 집합을 구하기 위한 노력이 경주되었으며 현재까지 2진법 코드 집합으로서 Gold, Kasami, No 코드가 알려져 있으며, 복잡성(Complexity)을 증가시키기 위한 노력으로서 (군사목적에 중요) 다진법 코드에 대한 연구가 활발해지고 있으나 공개된 것은 없었다. 최근에 (1990), 다진법 코드로서 Kumar 코드가 발표되었다. 그러나 이러한 코드들은 복잡성(Complexity or Linear Span)을 증가시키지는 못하였다. 본 논문은 복잡성(Complexity)이 증가한 새로운 다진법 코드의 집합을 제안하였다. 각 집합은 $P^{n}$ 개의 코드로 구성되며, 최대 상관계수 값은 $f^{m}$ (p-1)-1 이다. (n=2m)