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- Prediction_Suffix_Tree abstract "The concept of the Markov chain of order L, which we essentially owe to the Russianmathematician Andrej Andreevic Markov (1907), has two drawbacks. First, the number ofparameters of the model grows exponentially with the order L of the chain. This brings aboutcomputational and storage problems during implementation, including for limited memory lengthL. An improvement initially put forward by (Rissanen - 1983) and used particularly in compressiondata (Weinberger - 1992, Willems - 1995) was the Variable Length Markov chain (Buhlmann -1999). This model can be represented by a tree, known as Prediction Suffix Tree – PST (Ron -1996), certain branches of which are depth L and others of an inferior depth to L, whereas theMarkov chain of order L corresponds to a complete tree of depth L. By reducing the storage cost,pruning the branches of the tree will enable us to increase the order of the model and, therebyimprove performance.".
- Prediction_Suffix_Tree wikiPageExternalLink eurise.univ-st-etienne.fr%252F~largeron%252FPATREC.pdf.
- Prediction_Suffix_Tree wikiPageID "17905449".
- Prediction_Suffix_Tree wikiPageRevisionID "565598850".
- Prediction_Suffix_Tree hasPhotoCollection Prediction_Suffix_Tree.
- Prediction_Suffix_Tree subject Category:Trees_(data_structures).
- Prediction_Suffix_Tree comment "The concept of the Markov chain of order L, which we essentially owe to the Russianmathematician Andrej Andreevic Markov (1907), has two drawbacks. First, the number ofparameters of the model grows exponentially with the order L of the chain. This brings aboutcomputational and storage problems during implementation, including for limited memory lengthL.".
- Prediction_Suffix_Tree label "Prediction Suffix Tree".
- Prediction_Suffix_Tree sameAs m.047ms05.
- Prediction_Suffix_Tree sameAs Q7239654.
- Prediction_Suffix_Tree sameAs Q7239654.
- Prediction_Suffix_Tree wasDerivedFrom Prediction_Suffix_Tree?oldid=565598850.
- Prediction_Suffix_Tree isPrimaryTopicOf Prediction_Suffix_Tree.