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Randomized continuous frames in time-frequency analysis
Ron Levie
*
,
Haim Avron
*
Corresponding author for this work
School of Mathematical Sciences
Technion-Israel Institute of Technology
Research output
:
Contribution to journal
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Article
›
peer-review
2
Scopus citations
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Keyphrases
Time-frequency Analysis
100%
Time-frequency Transform
100%
Continuous Frame
100%
Monte Carlo Method
60%
Continuous Wavelet Transform
60%
Signal Processing
40%
Short-time Fourier Transform
40%
Coefficient Space
40%
Computational Complexity
20%
Classical Times
20%
Time-frequency Representation
20%
Sampling numbers
20%
Analysis Application
20%
Asymptotic Complexity
20%
Discrete Signals
20%
Time-frequency Space
20%
Time-frequency Atom
20%
Mathematics
Continuous Wavelet Transform
100%
Monte Carlo
66%
Time Fourier Transform
66%
Signal Processing
66%
Asymptotics
33%
Monte Carlo Approach
33%
Finite Fourier Transform
33%
Discrete Signal
33%
Computer Science
Frequency Transforms
100%
Time Frequency Analysis
100%
Wavelet Transforms
60%
Time Fourier Transform
40%
Computational Complexity
20%
time-frequency representation
20%
Asymptotic Complexity
20%
Application Analysis
20%
Discrete Signal
20%
Frequency Atom
20%