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Application of elliptic discrete Fourier transform type (I) in denoising and receiver design

机译:椭圆离散傅里叶变换(I)在去噪和接收机设计中的应用

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摘要

In this paper, two various applications of elliptic discrete Fourier transform type I (EDFT_I) are presented in the communication area. In the first application, EDFT_I is applied to reduce the additive uniform and Gaussian noise in the sinusoidal signal. The noise reduction is independent from the type of noise and the corresponding amplitude. In the second application, an EDFT_I-based receiver has been proposed which improves the signal to noise at least about 2 dB for the same error-probability as compared with the optimum receiver considering an additive non-Gaussian noise. In this approach, a binary orthogonal signaling is created using the EDFT_I, which cosine and sine signals are used as carrier for 0 and 1 information. Moreover, for an additive non-Gaussian noise, the proper choice of this transform's parameters as well as the decision threshold, results in improving the accuracy of digital information's transmission.
机译:本文在通信领域介绍了椭圆离散傅立叶变换I型(EDFT_I)的两种不同应用。在第一个应用中,EDFT_I用于降低正弦信号中的加性均匀和高斯噪声。降噪与噪声的类型和相应的幅度无关。在第二个应用中,已经提出了一种基于EDFT_I的接收器,与考虑加性非高斯噪声的最佳接收器相比,对于相同的错误概率,该接收器将信噪比提高了至少约2 dB。在这种方法中,使用EDFT_I创建二进制正交信令,该余弦和正弦信号用作0和1信息的载波。此外,对于加性非高斯噪声,正确选择此变换的参数以及决策阈值可提高数字信息传输的准确性。

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