Use deep learning techniques to denoise signals. Use differentiable time-frequency transforms to reconstruct signals when there is missing information.
Signal Processing Layers
|Signal reconstruction from CWT magnitude (Since R2023b)
|Deep learning continuous wavelet transform (Since R2022b)
|Deep learning maximal overlap discrete wavelet transform and multiresolution analysis (Since R2022a)
|Deep learning short-time Fourier transform (Since R2021a)
|Continuous wavelet transform filter bank
|Find abrupt changes in signal
|Find local maxima
|Maximal overlap discrete wavelet transform
|Rise time of positive-going bilevel waveform transitions
|Short-time Fourier transform (Since R2019a)
|Signal reconstruction from STFT magnitude (Since R2020b)
|Streamline signal frequency feature extraction (Since R2021b)
|Streamline signal time feature extraction (Since R2021a)
|Wavelet time scattering
Datastores and Data Management
|Create header structure for EDF or EDF+ file (Since R2021a)
|Get information about EDF/EDF+ file (Since R2020b)
|Read data from EDF/EDF+ file (Since R2020b)
|Create or modify EDF or EDF+ file (Since R2021a)
|Pad data by adding elements (Since R2023b)
|Resize data by adding or removing elements (Since R2023b)
|Trim data by removing elements (Since R2023b)
|Datastore for collection of signals (Since R2020a)
|Model wavelet scattering network in Simulink (Since R2022b)
- Manage Data Sets for Machine Learning and Deep Learning Workflows (Signal Processing Toolbox)
Organize, access, and manage data sets for different AI applications.
- Signal Recovery with Differentiable Scalograms and Spectrograms (Wavelet Toolbox)
Use differentiable time-frequency transforms and gradient descent to recover a time-domain signal without the need for phase information.
- Signal Source Separation Using W-Net Architecture (Signal Processing Toolbox)
Use a deep learning network to separate two mixed signal sources.
- Denoise EEG Signals Using Deep Learning Regression with GPU Acceleration (Signal Processing Toolbox)
Remove EOG noise from EEG signals using deep learning regression.