Conditional entropy — where it appears
Named by 3 essays across one field — each of them below, with the objects they name alongside it.
The model is the compressor
One stream of 32,768 symbols has an entropy of 3.886 bits per symbol, and 2.243, and 1.186, and 0.991, and 0.909. All five numbers are correct, all five are floors, and nothing about the data changed between them. The only thing that changed is how many preceding symbols the model was allowed to look at — which makes the entropy of a file a property of a decision rather than a property of a file.
The entropy that cannot see a copy
Two copies of a text have exactly the same symbol statistics as one, so every entropy on this site doubles when the second copy arrives and the second copy carries no information at all. The number of runs in the Burrows-Wheeler transform is 224 at two copies and 224 at thirty-two.
The phrases a text copies from itself
Four thousand characters of English-like text hold 604 phrases in the greedy parse and 1,219 runs in the transform. Thirty-two copies of one text hold 156 phrases and 233 runs. Two measures of repetition, neither of them an entropy, and they do not agree about which text is the more repetitive.
Named alongside it
The objects these essays reach for when they reach for this one.
Context modelEntropyAlphabetCompressibilityMeasurementRepetitionRun-lengthAdaptive codingBurrows-wheelerBurrows-wheeler transformEstimator biasFitting