C04-1097 |
a model 's distributions with
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probabilistic decision trees
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( DTs ) . We build decision trees
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P04-1074 |
possible classes . Therefore , a
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probabilistic decision tree
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approach is preferred over conventional
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P02-1059 |
review some general features of
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probabilistic decision tree
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( ProbDT , henceforth ) ( Yamanishi
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P02-1059 |
problem , we explore the use of a
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probabilistic decision tree
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as a ranking model . First ,
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P02-1059 |
used as a test set . We build
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probabilistic decision trees
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of different flavors and integrate
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P04-1074 |
learning ap - proaches , namely
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probabilistic decision tree
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( PDT ) and naive Bayesian classifier
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P04-1074 |
number of training cases . 3.1
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Probabilistic Decision Tree
|
( PDT ) Due to two domain-specific
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W11-0809 |
TreeTagger ( Schmid , 1994 ) based on
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probabilistic decision trees
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, as well as TnT ( Brants , 2000
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P02-1059 |
ticular , we explore the use of
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probabilistic decision tree
|
within the clustering framework
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P04-1074 |
we train two clas - sifiers , a
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Probabilistic Decision Tree
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Classifier ( PDT ) and a Naïve
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P99-1049 |
probability is estimated by a
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probabilistic decision tree
|
and we have P ( B „ , ,
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W97-0105 |
of unrestricted English text .
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Probabilistic decision trees
|
are utilized as a means of prediction
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W97-0105 |
of unrestricted English text .
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Probabilistic decision trees
|
are utilized as a mea.ns of prediction
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P02-1059 |
tasks . 2 Supervised Ranking with
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Probabilistic Decision Tree
|
One technical problem associated
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