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Error Probability of Signals in Additive White Gaussian Noise. (Reannouncementwith New Availability Information)

机译：加性高斯白噪声中信号的误差概率。（重新公布新的可用性信息）

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作者
Hughes, B.;
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年度 1991
页码
总页数 5
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Signals; Detection; Gaussian noise; White noise; Reprints;

机译：信号;检测;高斯噪声;白噪声;重印;

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专利

1. On the error probability of signals in additive white Gaussian noise [J] . Hughes B. IEEE Transactions on Information Theory . 1991,第1期

机译：加性高斯白噪声中信号的误差概率
2. Average Bit Error Probability of Binary Coherent Signaling over Generalized Fading Channels Subject to Additive Generalized Gaussian Noise [J] . Soury Hamza Communications Letters, IEEE . 2012,第6期

机译：服从广义高斯噪声的广义衰落信道上二进制相干信号的平均误码率
3. A lower bound on the error probability for signals in white Gaussian noise [J] . Seguin G.E. IEEE Transactions on Information Theory . 1998,第7期

机译：高斯白噪声中信号的错误概率下限
4. A tighter upper bound on the error probability of signals in white Gaussian noise [C] . Candreva Enzo Alberto, Corazza Giovanni E. 2010 5th Advanced Satellite Mobile Systems Conference and the 11th Signal Processing for Space Communications Workshop . 2010

机译：高斯白噪声中信号错误概率的上限更严格
5. Statistical Inference for Second Order Ordinary Differential Equation Driven by Additive Gaussian White Noise [D] . Wang, Jian. 2018

机译：由添加剂高斯白噪声驱动的二阶常微分方程的统计推断
6. Design Methodology of an Equalizer for Unipolar Non Return to Zero Binary Signals in the Presence of Additive White Gaussian Noise Using a Time Delay Neural Network on a Field Programmable Gate Array [O] . Santiago T. Pérez Suárez, Carlos M. Travieso González, Jesús B. Alonso Hernández 2013

机译：在现场可编程门阵列上使用时延神经网络的加性高斯白噪声下单极性不归零二进制信号均衡器的设计方法
7. Probability of symbol error for coherent and non-coherent detection of M-ary frequency-shift keyed (MFSK) signals affected by co-channel interference and additive white Gaussian noise (AWGN) in a fading channel [O] . Argyriou Andreas 2000

机译：用于在衰落信道中受到同信道干扰和加性高斯白噪声（AWGN）影响的M进制频移键控（MFSK）信号的相干和非相干检测的符号错误概率

Error Probability of Signals in Additive White Gaussian Noise. (Reannouncementwith New Availability Information)

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