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Cool, could you do a video on something I had to think about in order to reduce colors in an image, look at the following saying:
- There is 20K colors you can know for-each their usage based on the sum of possible usage weight.
- A color is a red value (0-255 included), same for the green, blue, and alpha (opacity value), in radix 2 it makes them a length of 32 (bits), which also is named 4 bytes.
- To avoid comparing 20K colors with themselves (20K*20K) is loud, we sort them in cluster, sometimes of 4, 8 12, bits which gives us a number of cluster that is ranging from 1 to 4096 because we reduce the colors like a gravy we encode them on 16 bits (which gives us 4096 clusters, 0-4095 included) and that makes us way less operations
Then my question is: given those concepts (my code here, https://dev.to/vipert/quantimat-reduce-of-20x-some-colors-within-88ms-down-to-2000-2pho) what are called such a reduction passing through binary values in mathematics?
RE: Linear Approximation - Introduction and Examples