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On hilbert spectral representation: A true time-frequency representation for nonlinear and nonstationary data
Norden E. Huang
, Xianyao Chen,
Men Tzung Lo
, Zhaohua Wu
認知智慧與精準健康照護研究中心
生醫科學與工程學系
研究成果
:
雜誌貢獻
›
期刊論文
›
同行評審
68
引文 斯高帕斯（Scopus）
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Keyphrases
Non-stationary Data
100%
Time-frequency Representation
100%
Nonlinear Data
100%
Spectral Representation
100%
Hilbert Spectral Analysis
100%
TrueTime
100%
David Hilbert
100%
Sampling Rate
66%
Conversion Factor
66%
Hilbert Spectrum
66%
Fourier Spectral Analysis
66%
Energy Spectrum
33%
Energy Density
33%
Time-frequency
33%
Specific Frequency
33%
Natural Phenomena
33%
Amplitude Spectrum
33%
Total Energy
33%
Fourier Spectrum
33%
Frequency Resolution
33%
Delta Function
33%
Fourier Spectral
33%
Conversion Equation
33%
Multiplicative Factors
33%
Time-frequency Space
33%
Resolution Power
33%
Computer Science
Spectral Representation
100%
time-frequency representation
100%
Hilbert Spectrum
100%
Sampling Rate
100%
Conversion Factor
100%
Natural Phenomenon
50%
Frequency Resolution
50%
Energy Spectra
50%
Amplitude Spectrum
50%
Multiplicative Factor
50%
Traditional Fourier
50%
Delta Function
50%
Engineering
Energy Engineering
100%
Sampling Rate
100%
Frequency Representation
100%
Conversion Factor
100%
Energy Spectra
50%
Frequency Resolution
50%
Conversion Formula
50%
Amplitude Spectrum
50%
Data Length
50%
Flux Density
50%
Delta Function
50%
Mathematics
Sampling Rate
100%
Multiplicative
50%
Delta Function
50%
Flux Density
50%