2016
DOI: 10.1049/iet-com.2015.0761
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Structure and performance analysis of an S α S‐based digital modulation system

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Cited by 11 publications
(18 citation statements)
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“…The received signal in AWGN case and the Gaussian noise w are introduced to the transmitted signal s with α-stable distributed, i.e., r = s + w, where s ∼ S α (β, γ). Existing study [19] states that the mixed signal, i.e., r, can be regarded as a univariate α-stable distributed signal with the characteristic exponent α m and the dispersion γ m . Therefore, the characteristic exponent of the received signal is different from the characteristic exponent of the transmitted signal, i.e., α = α m .…”
Section: Monte Carlo Evaluationmentioning
confidence: 99%
See 1 more Smart Citation
“…The received signal in AWGN case and the Gaussian noise w are introduced to the transmitted signal s with α-stable distributed, i.e., r = s + w, where s ∼ S α (β, γ). Existing study [19] states that the mixed signal, i.e., r, can be regarded as a univariate α-stable distributed signal with the characteristic exponent α m and the dispersion γ m . Therefore, the characteristic exponent of the received signal is different from the characteristic exponent of the transmitted signal, i.e., α = α m .…”
Section: Monte Carlo Evaluationmentioning
confidence: 99%
“…The characteristic exponent of a SαS distributions sequence to encode the binary message is proposed in [18]. The characteristic exponent estimator based on logarithmic moment is used to estimate the exponent α to recover the binary message, whereas the optimal decision threshold and the minimum bit error rate (BER) are derived in [19]. However, the SαS noise sequence with different characteristic exponents has an obvious significant difference in impulsivity in the time domain.…”
mentioning
confidence: 99%
“…Xu 等 [24] 在 Cek 等 [17] 的基础上, 接收端采用了对数矩的方法来估计接收到信号的特征指数值, 以提高通信系统的误比特率性能; 分析和推导了在无噪声/平坦/频率选择性衰落信道下的理论误比特 率 P b 与参数比特周期 T b , 特征指数 α 0 , α 1 之间的关系. 从文献 [24] 中的图 6 可以看出, 在无噪声无 衰落的理想信道条件下, 当 α 0 = 1, α 1 = 2, T b = 200 时的误比特率大于 0.01. 从图 7(a) 可看出, 本文 提出的方法, 在几何信噪比 ρ = −5 dB 时, 误比特率小于 0.01, 而且, 误比特率随几何信噪比的增大而 快速降低.…”
Section: 通信系统结构unclassified
“…However, after almost 15 years, Cek et al introduced RCS in which symmetric alphastable (SαS) and skewed α-stable noises are random carriers which are information bearing signals [17,18]. Different receiver designs for SαS and skewed α-stable noise-based RCSs were also introduced to increase the bit error rate (BER) performance [19][20][21]. Also, a new model of RCS based on joint normal distribution has been introduced by Xu et al in [22].…”
Section: Introductionmentioning
confidence: 99%