carries important information yet it is also time consuming to document . Given the development
additional <term> indices </term> such as the time and place of the rejoinder and the attendance
other,13-2-P01-1007,ak ] </term> can be parsed in <term> polynomial time </term> and many <term> classical grammatical
other,29-2-P01-1007,ak increasing their <term> worst-case parsing time complexity </term> . For example , after <term>
other,22-3-P01-1007,ak grammar </term> can be parsed in O ( n6 ) <term> time </term> . In this paper , we study a <term>
It gives users the ability to spend their time finding more data relevant to their task
performance of a <term> summarizer </term> , at times giving it a significant lead over <term>
other,13-3-H05-1101,ak reported , along with an <term> exponential time lower-bound </term> for certain classes of
describing multi-event stories published over time . <term> Annotators </term> generated a list
series of workshops </term> . At the same time , the recent improvements in the <term> BLEU
requiring significantly less development time . This is particularly important when building
good <term> baseline results </term> in a short time . The tutorial will cover the basics of
other,6-2-P05-1032,ak complexity </term> and <term> average retrieval times </term> for looking up <term> phrase translations
other,10-3-P05-1032,ak can be used to reduce the <term> retrieval time </term> by <term> orders of magnitude </term>
tech,3-6-P05-1067,ak transducer </term> . We introduce a <term> polynomial time decoding algorithm </term> for the <term> model
match with respect to <term> domain </term> and time is also important , and presents preliminary
<term> domain </term> , <term> topic </term> and time . This paper presents the results of automatically
other,8-5-E06-1004,ak unlikely that there exists a <term> polynomial time solution </term> for any of these <term> hard
other,38-5-E06-1004,ak the need for developing <term> polynomial time approximations </term> for these computations
other,7-4-E06-1031,ak be exactly calculated in <term> quadratic time </term> . Furthermore , we will show how
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