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- Serial_dependence abstract "In statistics and signal processing, random variables in a time series have serial dependence if the value at some time t in the series is statistically dependent on the value at another time s. A series is serially independent if there is no dependence between any pair.Similarly, a time series has serial correlation if the condition holds that some pair of values are correlated, rather than the condition of statistical dependence: see autocorrelation.If a time series {Xt} is stationary, then statistical dependence between the pair (Xt , Xs) would imply that there is statistical dependence between all pairs of values at the same lag s−t.".
- Serial_dependence wikiPageExternalLink serial-dependence.
- Serial_dependence wikiPageID "29075866".
- Serial_dependence wikiPageRevisionID "398178776".
- Serial_dependence hasPhotoCollection Serial_dependence.
- Serial_dependence subject Category:Statistical_dependence.
- Serial_dependence subject Category:Statistical_terminology.
- Serial_dependence subject Category:Time_series_analysis.
- Serial_dependence comment "In statistics and signal processing, random variables in a time series have serial dependence if the value at some time t in the series is statistically dependent on the value at another time s.".
- Serial_dependence label "Serial dependence".
- Serial_dependence sameAs m.0dlnq15.
- Serial_dependence sameAs Q7454684.
- Serial_dependence sameAs Q7454684.
- Serial_dependence wasDerivedFrom Serial_dependence?oldid=398178776.
- Serial_dependence isPrimaryTopicOf Serial_dependence.