What does the z axis mean in kmeans, pca and tsne? what data does it add that 2d doesn't? what do the axis represent?
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The context is as follows: I have data that has been plotted in a 2D graph on the left, and in a 3D graph on the right, using k-means clustering. However, I am unsure of what information the third dimension (z-axis) adds to the data, and what the x and y axes are measuring. The data itself consists of numerical columns extracted from an Excel sheet, measuring attributes such as area and circumference. While this data alone does not provide much insight, k-means clustering can generate graphs such as these, and I am unsure how to interpret them. Specifically, I would like to know what the third dimension adds to the 2D graph, and what additional information k-means clustering in 3D provides compared to 2D. Furthermore, I would like to understand what each of the x, y, and z axes represent in these graphs.
What does the z axis mean in kmeans, pca and tsne?
what data does it add that 2d doesn't?
what do the axis represent?
![](https://www.mathworks.com/matlabcentral/answers/uploaded_files/1310485/image.png)
How can I convert the axis to square microns?
14 commentaires
Neo
le 3 Mar 2023
I think this is an interesting question, please check out my question that is asking something similar:
I performed pca first then performed kmeans in a 3d plot, but i also got the same thing in a 2d plot (instead of spheres it was circles) but it appears everything else to be the same. Are these two different plots? What does the z component add?
Réponses (1)
the cyclist
le 1 Mar 2023
All 2-dimensional plots in MATLAB can be rotated to be viewed from a different "point of view", but this is generally not useful (or worse) if the data don't have a z-component.
x = randn(50,1);
y = randn(50,1);
figure
scatter(x,y)
figure
scatter(x,y)
view(45,45)
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