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- Dual_total_correlation abstract "In information theory, dual total correlation (Han 1978) or excess entropy (Olbrich 2008) is one of the two known non-negative generalizations of mutual information. While total correlation is bounded by the sum entropies of the n elements, the dual total correlation is bounded by the joint-entropy of the n elements. Although well behaved, dual total correlation has received much less attention than the total correlation. A measure known as "TSE-complexity" defines a continuum between the total correlation and dual total correlation (Ay 2001).".
- Dual_total_correlation wikiPageExternalLink p202.pdf.
- Dual_total_correlation wikiPageID "31623814".
- Dual_total_correlation wikiPageRevisionID "585831914".
- Dual_total_correlation hasPhotoCollection Dual_total_correlation.
- Dual_total_correlation subject Category:Information_theory.
- Dual_total_correlation subject Category:Probability_theory.
- Dual_total_correlation subject Category:Statistical_dependence.
- Dual_total_correlation comment "In information theory, dual total correlation (Han 1978) or excess entropy (Olbrich 2008) is one of the two known non-negative generalizations of mutual information. While total correlation is bounded by the sum entropies of the n elements, the dual total correlation is bounded by the joint-entropy of the n elements. Although well behaved, dual total correlation has received much less attention than the total correlation.".
- Dual_total_correlation label "Dual total correlation".
- Dual_total_correlation sameAs m.0gmd5zx.
- Dual_total_correlation sameAs Q5310244.
- Dual_total_correlation sameAs Q5310244.
- Dual_total_correlation wasDerivedFrom Dual_total_correlation?oldid=585831914.
- Dual_total_correlation isPrimaryTopicOf Dual_total_correlation.