Please improve the quality of image because the material is extremely good
@ashleyforte2885 Жыл бұрын
Love the topological breakdown.
@Tsicloh Жыл бұрын
I feel like the approach in the book and that of these videos is totally different.😅
@ashfaqmahmudshovon90975 ай бұрын
It seems so...
@Sama-mn3hh10 ай бұрын
For the curse of dimensionality, can't we also use dimensionality reduction?
@brucepackard2729 Жыл бұрын
Income follows a power law, pareto distribution though. What happens when you include a billionaire who didn't finish university education as a datapoint? You could discard the billionaire as an outlier, however you lose a lot of representativeness of real life if you do that.
@Sama-mn3hh10 ай бұрын
In practice, you use the z-score remove outliers from the dataset as a part of data prep before fitting a model. If the model is focused on predicting the income of the working class, then that would be a solution. Depends on the scope of the project I suppose.
@PaulMugo-r9c Жыл бұрын
Why do you use a circle when getting the nearest neighbor in 2 dimensions
@mattetor6726 Жыл бұрын
The first neighborhood is just using X1, ignoring X2. When you also take X2 into account, you start at the point (x1, x2)( =(0,0) in this case) and spread out with a circle until 10% of the data points are covered.
@billsurrette6092 Жыл бұрын
You don’t have to use a circle. What you must so is define how you’re going to measure “distance” when determining how far away the points are. When you use Euclidean distance you get a circle. But there are other distance measures: Minkowski, Manhattan, etc. These will create other shapes, not circles. So the circle is the byproduct of the important thing: your chosen distance metric.
@PaulMugo-r9c Жыл бұрын
Thank you all for replying! I understand
@yulu-520c4 ай бұрын
do you guys feel confused about everything
@yulu-520c4 ай бұрын
what is p
@yulu-520c4 ай бұрын
oh it is the number of variables, no problems now
@anthronox49923 ай бұрын
You should read the book, too. It's explained in more detail there (and more easily, imo).