A reformulation of entropy in the presence of indistinguishability operators (Q698764)
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scientific article; zbMATH DE number 1809955
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A reformulation of entropy in the presence of indistinguishability operators |
scientific article; zbMATH DE number 1809955 |
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A reformulation of entropy in the presence of indistinguishability operators (English)
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30 September 2002
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This paper deals with the measurement of entropy when an indistinguishability relation on the set of events has been defined. The approach states that entropy could be measured in terms of the observed distinguishability of the set of events. In this sense, the ``observer paradigm'' is introduced, and definitions for joint and conditional entropy under this paradigm are given. Also presented are some interesting properties and relationships with Shannon's entropy measure.
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measures of information
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Shannon's entropy measure
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observational paradigm
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T-indistinguishability operators
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0.8911403
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0.88256204
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0.8823114
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0.8819095
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0.88128173
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0.8810211
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