other,21-2-J05-1003,bq probabilities </term> that define an initial <term> ranking </term> of these <term> parses </term> . A second
other,16-5-J05-1003,bq the <term> boosting approach </term> to <term> ranking problems </term> described in <term> Freund et al. (
tech,2-3-J05-1003,bq these <term> parses </term> . A second <term> model </term> then attempts to improve upon this
other,10-4-J05-1003,bq approach </term> is that it allows a <term> tree </term> to be represented as an arbitrary
other,26-4-J05-1003,bq , without concerns about how these <term> features </term> interact or overlap and without the
other,12-10-J05-1003,bq <term> algorithm </term> over the obvious <term> implementation </term> of the <term> boosting approach </term>
other,4-7-J05-1003,bq The <term> method </term> combined the <term> log-likelihood </term> under a <term> baseline model </term>
other,24-2-J05-1003,bq initial <term> ranking </term> of these <term> parses </term> . A second <term> model </term> then
tech,25-11-J05-1003,bq feature selection methods </term> within <term> log-linear ( maximum-entropy ) models </term> . Although the experiments in this
tech,21-11-J05-1003,bq simplicity and efficiency — to work on <term> feature selection methods </term> within <term> log-linear ( maximum-entropy
other,23-7-J05-1003,bq evidence from an additional 500,000 <term> features </term> over <term> parse trees </term> that
tech,9-9-J05-1003,bq a new <term> algorithm </term> for the <term> boosting approach </term> which takes advantage of the <term>
other,19-4-J05-1003,bq represented as an arbitrary set of <term> features </term> , without concerns about how these
tech,6-9-J05-1003,bq The article also introduces a new <term> algorithm </term> for the <term> boosting approach </term>
other,12-2-J05-1003,bq candidate parses </term> for each input <term> sentence </term> , with associated <term> probabilities
tech,40-4-J05-1003,bq define a <term> derivation </term> or a <term> generative model </term> which takes these <term> features </term>
other,12-7-J05-1003,bq <term> baseline model </term> ( that of <term> Collins [ 1999 ] </term> ) with evidence from an additional
tech,15-10-J05-1003,bq obvious <term> implementation </term> of the <term> boosting approach </term> . We argue that the method is an
other,14-3-J05-1003,bq <term> ranking </term> , using additional <term> features </term> of the <term> tree </term> as evidence
other,20-5-J05-1003,bq ranking problems </term> described in <term> Freund et al. ( 1998 ) </term> . We apply the <term> boosting method
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