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Tao Liu
ORCID
Publication Activity (10 Years)
Years Active: 2017-2024
Publications (10 Years): 10
Top Topics
Nonlinear Regression
Joint Estimation
Impulsive Noise
Peer Group
Top Venues
Digit. Signal Process.
IEEE Signal Process. Lett.
Signal Process.
IEEE Access
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Publications
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Tao Liu
,
Mengjia Wang
,
Hao Feng
,
Shengyang Luan
,
Jiacheng Zhang
Joint Estimation of DOA and Range for Near-Field Sources in the Presence of Far-Field Sources and Alpha-Stable Noise.
IEEE Signal Process. Lett.
31 (2024)
Shengyang Luan
,
Yinrui Gao
,
Tao Liu
,
Jiayuan Li
,
Zhaojun Zhang
Automatic modulation classification: Cauchy-Score-function-based cyclic correlation spectrum and FC-MLP under mixed noise and fading channels.
Digit. Signal Process.
126 (2022)
Shengyang Luan
,
Jiayuan Li
,
Wei Chen
,
Jiacheng Zhang
,
Tao Liu
,
Bing Lv
MMCC-Music: A Robust Direction of Arrival Estimator based On Maximum Mixture Correntropy Criterion Under Alpha-Stable Distributed Noise.
MLSP
(2022)
Tao Liu
,
Tianshuang Qiu
,
Jiacheng Zhang
,
Shengyang Luan
Hyperbolic tangent cyclic correlation and its application to the joint estimation of time delay and doppler shift.
Signal Process.
180 (2021)
Tao Liu
,
Jiacheng Zhang
,
Shengyang Luan
,
Tianshuang Qiu
Robust time delay estimation with unknown cyclic frequency in co-channel interference and impulsive noise.
Digit. Signal Process.
117 (2021)
Tao Liu
,
Tianshuang Qiu
,
Shengyang Luan
Cyclic Frequency Estimation by Compressed Cyclic Correntropy Spectrum in Impulsive Noise.
IEEE Signal Process. Lett.
26 (6) (2019)
Tao Liu
,
Tianshuang Qiu
,
Fangxiao Jin
,
Stephanie Wilcox
,
Shengyang Luan
Phased Fractional Lower-Order Cyclic Moment Processed in Compressive Signal Processing.
IEEE Access
7 (2019)
Tao Liu
,
Tianshuang Qiu
,
Shengyang Luan
Hyperbolic-tangent-function-based cyclic correlation: Definition and theory.
Signal Process.
164 (2019)
Tao Liu
,
Tianshuang Qiu
,
Shengyang Luan
Cyclic Correntropy: Foundations and Theories.
IEEE Access
6 (2018)
Tao Liu
,
Tianshuang Qiu
,
Ruijiao Dai
,
Jingchun Li
,
Liang Chang
,
Rong Li
Nonlinear regression A*OMP for compressive sensing signal reconstruction.
Digit. Signal Process.
69 (2017)