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If a string produced from random noise gets compressed (because it has invariably some repetitions in it if long enough), is there any prediction? Even getting
by RandomLensman 1mo ago
If a string produced from random noise gets compressed (because it has invariably some repetitions in it if long enough), is there any prediction? Even getting the probability distributions right doesn't get to any way to reliably to predict the next symbol out of the sample string. Any functions fitted etc. will be incorrect, too.
- Kinrany 1mo agoI believe compressed random noise cannot be shorter in expectation than the original