D13-1024 generated by an upward pass of the suffix trie . At each node through the upward
D13-1024 the suffix tree T is called a suffix trie , which we denote S . A suffix
W04-0107 discusses how the branching count in a suffix trie can be exploited to identify
D13-1024 measured for varying depth of the suffix trie with different penalties . Interpolated
W09-0715 However , per default TnT uses a suffix trie of length 10 to handle unknown
D09-1142 form for predicting gender using suffix trie models . When a new word is encountered
D13-1024 subtree rooted at the node j of the suffix trie S ( x ) . Definition 2 . Let
C04-1152 main suffix trie ( MST ) , is a suffix trie ( Gusfield , 1997 ) for all the
C04-1152 first , which we term the main suffix trie ( MST ) , is a suffix trie (
D13-1024 m starting at the root of the suffix trie S . The entries in W correspond
C04-1152 straightforward extensions of known suffix trie construction techniques ( Gusfield
D13-1024 parameters correspond to paths in the suffix trie that do not branch i.e. sequence
W09-0715 Unknown words are handled by a suffix trie and successive abstraction .
W13-4308 To handle the unknown words , suffix trie and successive abstraction are
W99-0612 and the ones introduced in the suffix trie may differ . The left context
D13-1024 suffix trie , which we denote S . A suffix trie also has a tree structure , but
D13-1024 2011 ) , which are based on the suffix trie or tree , where subtrees correspond
D09-1070 sets over a prefix trie and a suffix trie , we merge clusters between the
D13-1024 number of nodes . An example of a suffix trie S and the associated suffix tree
D13-1024 smoothing . 3.1 Proximal step on the suffix trie For squared ` 2 penalties , the
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