art

Module 6

Intro to Machine Learning



Common Questions


How do we choose the threshold when splitting the training and test set data?

First, you can consider the threshold prediction as one of the parameters to be chosen during the cross validation (meaning that you can test out different ratios between train and test data and see which yields the best model). But generally anything like 80-20, 70-30, 75-25, 90-10, etc, can be good. (usually there are more training data than testing data!)

For linear regression, is there a good way to identify the outliers? Do we get rid of the outliers?

Using training data find best hyperplane or line that best fit. Find points which are far away from the line or hyperplane. pointer which is very far away from hyperplane remove them considering those point as an outlier. Or ther are linear regression algorithms that helps minimize the effect of outliers (eg. Huber, RANSAC, Theil-Sen, etc).

Can KNN be used for more than 2 classes?

In general 'knn' methods are able to find more than 2 classes (this is called “multi-class classification”)

Resources


Lesson & Assignment Notebook

data:image/png;base64,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 Icon

Module Feedback Form

data:image/png;base64,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 Icon

Video Playlist

data:image/png;base64,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 Icon

Presentation Slides

/static/google_slides_button-999ac6cfb7530d3d82b3cfc219900b5b.png Icon