Wavelets and Continuous Wavelet Transform
The concepts of wavelet theory were provided by Meyer, Mallat, Daubechies and many others.Wavelets are well localized, oscillatory functions which provide a basis of and can be modified to a basis of , where is a bounded domain. Wavelet transform or wavelet analysis is a recently developed mathematical tool for signal analysis.
openaire +2 more sources
The Modified Scaled Adaptive Daqrouq Wavelet for Biomedical Non-Stationary Signals Analysis. [PDF]
Daqrouq K, Alharbey RA.
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High-latitude ionospheric electrostatic turbulence studied by means of the wavelet transform
D. Lagoutte +4 more
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Statistical analysis of functional MRI data in the wavelet domain [PDF]
Urs E. Ruttimann +8 more
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MS-YOLOv11: A Wavelet-Enhanced Multi-Scale Network for Small Object Detection in Remote Sensing Images. [PDF]
Liu H +5 more
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VLSI architecture for discrete wavelet transform
Grzeszczak, Yeap, Panchanathan
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Adaptive non unit traveling wave protection algorithm for multi terminal HVDC grids. [PDF]
Raza A +6 more
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Arctic sea ice drift from wavelet analysis of NSCAT and special sensor microwave imager data [PDF]
Antony K. Liu, Yunhe Zhao, Sunny Y. Wu
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Predicting the recurrence risk of liver metastasis from colorectal cancer: a study based on preoperative CT intratumoral and peritumoral radiomics features. [PDF]
Zhang D +5 more
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Fourier and wavelet spectrograms seen as smoothed Wigner-Ville distributions
Patrick Flandrin +2 more
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