Is there any way of using machine learning for successive image comparison to a template?
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Cai Chin on 16 Dec 2020
Commented: Cai Chin on 6 Jan 2021
Hi, I am using MATLAB R2020a on a MacOS. I am currently trying to detect abnormal phase-space trajectories in the 2D space on a cycle-by-cycle basis as part of an ECG signal. Is there any way of training an algorithm with 'normal' trajectories within that signal and then using this ground truth as a template against which to compare the trajectory associated with each new cycle to find and flag abnormal cycles? Within the signal, there would be mostly normal cycles with intermittent periods of abnormality.
Below is an example of what would constitute a 'normal' trajectory:
This is an example of an abnormal cycle, but abnormal trajectories have variable morphologies:
Please note though, that the comparison would not be against a fixed 'normal' template, but rather a normalised template for a particular individual's signal.
Any suggestions would be very much appreciated. Thanks in advance
Aditya Patil on 21 Dec 2020
Edited: Aditya Patil on 21 Dec 2020
As per my understanding, you have some ECG data that can be classified as normal or abnormal, and you want to train a machine learning model that classfies it as such.
While it should be possible to train a model to do the classification on the images as shown in the picture, I would recommend using the ECG signals themselves, as you are losing information when converting from data to images.
If the data is then time dependent or sequential, you could use an LSTM model as shown in the Classify ECG Signals Using Long Short-Term Memory Networks example.
If the data instead is not time dependent or sequential, then consider extracting features and training a Neural network model on it.
Image Analyst on 4 Jan 2021
Edited: Image Analyst on 4 Jan 2021
A simple classifier that might work is to take your signal and compute the centroid.
meanX = mean(x);
meanY = mean(y);
Then compute the slope or angle of all the point from the centroid. Then take the histogram of those.
slopes = (y - meanY) ./ (x - meanX);
A normal signal would have just 3 angles (3 humps in the histogram) while an abnormal one would have a histogram with all kinds of different angles (lots of humps, or no humps or discernible shape).
Attach your (x,y) data if you need help with this approach.
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