Question: A single band of an image has a histogram with a Gaussian distribution of standard deviations. Show that the theoretical limit to which the data

A single band of an image has a histogram with a Gaussian of standard deviations. Show that the theoretical limit to which the data can be compressed using Huffman coding is log₂Ïƒ + 2:05

exp(-x²/20?)dx = ov2n, x’exp(-x²/2o²)dx: = o³/2n. 0-

exp(-x/20?)dx = ov2n, xexp(-x/2o)dx: = o/2n. 0-

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