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A digital requantizer with shaped requantization noise that remains well behaved after non-linear distortion

机译：具有定型量化噪声的数字量化器，在非线性失真后仍表现良好

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Ashok Swaminathan; Student Member; Andrea Panigada; Elias Masry; Ian Galton;
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年度 2007
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1. A Digital Requantizer With Shaped Requantization Noise That Remains Well Behaved After Nonlinear Distortion [J] . Swaminathan A., Panigada A., Masry E., IEEE Transactions on Signal Processing . 2007,第11期

机译：具有定形量化噪声的数字量化器，非线性失真后仍表现良好
2. Iterative Cancellation of Non-Linear Distortion Noise in Digital Communication Systems [J] . Dimitrov Svilen Communications, IEEE Transactions on . 2015,第6期

机译：数字通信系统中非线性失真噪声的迭代消除
3. Spatial Distribution of Distortion and Spectrally Shaped Quantization Noise in Digital Micro-Array Loudspeakers [J] . MALCOLM HAWKSFORD Journal of the Audio Engineering Society . 2007,第1a2期

机译：数字微阵列扬声器中失真和频谱形量化噪声的空间分布
4. Improved Psychoacoustic Noise Shaping:for Requantization of High-Resolution Digital Audio [C] . CHRISTIAN R. HELMRICH, MARTIN HOLTERS, UDO Z?LZER The Proceedings of the AES 31st International Conference . 2007

机译：改进的心理声学噪声整形：用于高分辨率数字音频的重新量化
5. Requantization of time-dependent mean field for pairing collective motion in superfluid nuclei [D] . 倪放, /ニファン 2019

机译：超流核中成对运动的时变平均场的重新量化
6. Extending the articulation index to account for non-linear distortions introduced by noise-suppression algorithms [O] . Philipos C. Loizou, Jianfen Ma -1

机译：扩展清晰度指数以解决噪声抑制算法引入的非线性失真
7. Comparative study of requantization of time-dependent mean-field for pairing dynamics [O] . Ni, F., Nakatsukasa, T. 2017

机译：时间平均场重新量化的比较研究配对动态
8. Single Determinantal Reaction Theory: Asymptoticity, Periodicity, Time Averaging, Channel Orthogonality, Requantization and Gauge Invariance [R] . Griffin, J. J., Dworzecka, M., Kan, K. K., 1979

机译：单一行列式反应理论：渐近性，周期性，时间平均，通道正交性，重新量化和量表不变性

A digital requantizer with shaped requantization noise that remains well behaved after non-linear distortion

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