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Time–frequency formulation, design, and implementation of time-varying optimal filters for signal estimation

机译：用于信号估计的时变最佳滤波器的时频配方，设计和实现

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Franz Hlawatsch; Gerald Matz; Heinrich Kirchauer; Werner Kozek;
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年度 2000
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1. 时变频率周期信号的递归量子随机滤波器参数估计 [J] . 周丽春, 金福江, 吴浩瀚, 中南大学学报（英文版） . 2019,第012期
2. Time-frequency formulation, design, and implementation of time-varying optimal filters for signal estimation [J] . Hlawatsch F., Matz G. IEEE Transactions on Signal Processing . 2000,第5期

机译：用于信号估计的时变最优滤波器的时频公式化，设计和实现
3. Signal Adaptive Pipelined Hardware Design of Time-Varying Optimal Filter for Highly Nonstationary FM Signal Estimation [J] . Srdjan Jovanovski, Veselin (Niko) Ivanovic Journal of VLSI signal processing systems . 2011,第3期

机译：高平稳FM信号估计的时变最优滤波器的信号自适应流水线硬件设计
4. Tomographic time-frequency analysis and its application toward time-varying filtering and adaptive kernel design for multicomponent linear-FM signals [J] . Wood J.C., Barry D.T. IEEE Transactions on Signal Processing . 1994,第8期

机译：层析时频分析及其在多分量线性调频信号时变滤波和自适应核设计中的应用
5. Design and Selection of Registers Used in the Advanced Superior Execution Time Implementation of an Optimal Time-Frequency Filter Suitable for Non-Linear FM Signals Estimation [C] . Veselin N. Ivanović, Srdjan Jovanovski Mediterranean Conference on Embedded Computing . 2020

机译：适用于非线性FM信号估计的最佳时频滤波器的高级上级执行时间实现中使用的寄存器的设计和选择
6. Instantaneous frequency and parameter estimation of SAR/ISAR signal models using time-frequency filtering. [D] . Liu, Ke. 1997

机译：使用时频滤波的SAR / ISAR信号模型的瞬时频率和参数估计。
7. A novel adaptive resampling for sequential Bayesian filtering to improve frequency estimation of time-varying signals [O] . Nattapol Aunsri, Kunrutai Pipatphol, Benjawan Thikeaw, 2021

机译：一种用于顺序贝叶斯滤波的新型自适应重采样提高时变信号的频率估计
8. Pipelined design of an instantaneous frequency estimation-based time-frequency optimal filter [O] . Ivanovic Veselin, Jovanovski Srdjan, Radovic Nevena 2015

机译：基于瞬时频率估计的时频最优滤波器的流水线设计

Time–frequency formulation, design, and implementation of time-varying optimal filters for signal estimation

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