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- Hartley_function abstract "The Hartley function is a measure of uncertainty, introduced by Ralph Hartley in 1928. If we pick a sample from a finite set A uniformly at random, the information revealed after we know the outcome is given by the Hartley functionIf the base of the logarithm is 2, then the uncertainty is measured in bits. If it is the natural logarithm, then the unit is nats. (Hartley himself used a base-ten logarithm, and this unit of information is sometimes called the hartley in his honor.) It is also known as the Hartley entropy.".
- Hartley_function wikiPageID "3781180".
- Hartley_function wikiPageRevisionID "602927200".
- Hartley_function hasPhotoCollection Hartley_function.
- Hartley_function id "6070".
- Hartley_function id "6082".
- Hartley_function title "Derivation of Hartley function".
- Hartley_function title "Hartley function".
- Hartley_function subject Category:Information_theory.
- Hartley_function comment "The Hartley function is a measure of uncertainty, introduced by Ralph Hartley in 1928. If we pick a sample from a finite set A uniformly at random, the information revealed after we know the outcome is given by the Hartley functionIf the base of the logarithm is 2, then the uncertainty is measured in bits. If it is the natural logarithm, then the unit is nats.".
- Hartley_function label "Entropie de Hartley".
- Hartley_function label "Hartley function".
- Hartley_function sameAs Entropie_de_Hartley.
- Hartley_function sameAs m.09_n33.
- Hartley_function sameAs Q3055336.
- Hartley_function sameAs Q3055336.
- Hartley_function wasDerivedFrom Hartley_function?oldid=602927200.
- Hartley_function isPrimaryTopicOf Hartley_function.