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statistical tagger modeled here uses
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Viterbi algorithm
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\ -LSB- 12 \ -RSB- for its search
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Search The processing time of the
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Viterbi algorithm
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( Ra - biner , 1989 ) can be
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C00-2170 |
N-gram statistical model . The
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Viterbi algorithm
|
has enabled us to identify the
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A92-1018 |
path through the HMM with the
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Viterbi algorithm
|
. Operating at sentence granularity
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A00-1034 |
common word for token A " . The
|
Viterbi algorithm
|
will select the optimized path
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A00-2024 |
create a Hidden Markov Model . The
|
Viterbi algorithm
|
( Viterbi , 1967 ) is used to
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Markov model . It follows that
|
Viterbi algorithm
|
is applicable to search the best
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C00-2105 |
84.7 % compared to 84.0 % for the
|
Viterbi algorithm
|
. 4 Experiments We performed
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A92-1018 |
= Numerical instability in the
|
Viterbi algorithm
|
can be ameliorated by operating
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sequence is generated . Using the
|
Viterbi algorithm
|
, we efficiently search the entire
|
C00-2141 |
hidden Marcov model ( HMM ) . The
|
Viterbi algorithm
|
was used to find the best boundary
|
A00-2035 |
transition and emission estimates and
|
Viterbi algorithm
|
( Viterbi , 1967 ) for the optimal
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A92-1018 |
algorithm ( equations 1-5 ) and the
|
Viterbi algorithm
|
( equation 6 ) involve operations
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C00-2105 |
. was better than that of the
|
Viterbi algorithm
|
. The average f-score of the
|
A92-1018 |
above , the HMM , and hence the
|
Viterbi algorithm
|
, restarts at sentence bound
|
A00-1031 |
further processing . While the
|
Viterbi algorithm
|
is guaranteed to find the sequence
|
A92-1018 |
, as given in equation 6 , the
|
Viterbi algorithm
|
is also 0 ( TN2 ) . However ,
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to search the best solution .
|
Viterbi algorithm
|
is capable of calculating the
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C00-2170 |
size . 3.2 Viterbi Algorithm The
|
Viterbi algorithm
|
( Viterbi , 1967 ) is implemented
|
C00-2092 |
Furthermore , it has been shown that the
|
Viterbi algorithm
|
can not be used to make the most
|