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- Generalized_entropy_index abstract "The generalized entropy index is a general formula for measuring redundancy in data. The redundancy can be viewed as inequality, lack of diversity, non-randomness, compressibility, or segregation in the data.[citation needed] The primary use is for income inequality. It is equal to the definition of redundancy in information theory that is based on Shannon entropy when α = 1 which is also called the Theil index (TT) in income inequality research. Completely "diverse" data has no redundancy so that GE=0, so that it increases in the opposite direction of a Diversity index. It increases with order rather than disorder, so it is a negated measure of entropy.".
- Generalized_entropy_index wikiPageID "29735221".
- Generalized_entropy_index wikiPageRevisionID "601410889".
- Generalized_entropy_index hasPhotoCollection Generalized_entropy_index.
- Generalized_entropy_index subject Category:Econometrics.
- Generalized_entropy_index subject Category:Economic_indicators.
- Generalized_entropy_index subject Category:Economic_inequality.
- Generalized_entropy_index subject Category:Index_numbers.
- Generalized_entropy_index subject Category:Information_theory.
- Generalized_entropy_index subject Category:Summary_statistics.
- Generalized_entropy_index type Abstraction100002137.
- Generalized_entropy_index type Communication100033020.
- Generalized_entropy_index type EconomicIndicators.
- Generalized_entropy_index type Fact106636259.
- Generalized_entropy_index type Index106639674.
- Generalized_entropy_index type IndexNumbers.
- Generalized_entropy_index type Information106634376.
- Generalized_entropy_index type Message106598915.
- Generalized_entropy_index comment "The generalized entropy index is a general formula for measuring redundancy in data. The redundancy can be viewed as inequality, lack of diversity, non-randomness, compressibility, or segregation in the data.[citation needed] The primary use is for income inequality. It is equal to the definition of redundancy in information theory that is based on Shannon entropy when α = 1 which is also called the Theil index (TT) in income inequality research.".
- Generalized_entropy_index label "Generalized entropy index".
- Generalized_entropy_index label "Verallgemeinerte Entropie".
- Generalized_entropy_index sameAs Verallgemeinerte_Entropie.
- Generalized_entropy_index sameAs m.0fq0_sk.
- Generalized_entropy_index sameAs Q254487.
- Generalized_entropy_index sameAs Q254487.
- Generalized_entropy_index sameAs Generalized_entropy_index.
- Generalized_entropy_index wasDerivedFrom Generalized_entropy_index?oldid=601410889.
- Generalized_entropy_index isPrimaryTopicOf Generalized_entropy_index.