J05-4005 |
global minimum . We therefore use a
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stochastic approximation
|
to gradient descent . Whereas
|
W12-3021 |
sample . Since we are using a
|
stochastic approximation
|
to the model score , in general
|
W12-3021 |
for Computational Linguistics a
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stochastic approximation
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. We propose two strategies for
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N09-1069 |
Stepwise EM is motivated from the
|
stochastic approximation
|
literature , where we think of
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P15-1076 |
training algorithm using joint
|
stochastic approximation
|
and trans-dimensional mixture
|
E06-1028 |
simple " language model " , a
|
stochastic approximation
|
to the language of the collection
|
P15-1076 |
similarly as in related works on
|
stochastic approximation
|
( Gu and Zhu , 2001 ) and stochastic
|
D12-1101 |
samples . Since we are using a
|
stochastic approximation
|
to the model score , in general
|
W13-3519 |
that make either deterministic or
|
stochastic approximations
|
( Kurihara and Sato , 2006 ;
|
P15-1076 |
random field models . 3.2 Joint
|
stochastic approximation
|
Training random field models
|
J05-4005 |
shown in Equation ( 7 ) , the
|
stochastic approximation
|
method updates parameters incrementally
|
D13-1160 |
0t +1 is set based on taking a
|
stochastic approximation
|
of aO ( B ; Bt ) B = Bt . aB
|
P07-1096 |
updates at lines 13 and 14 are a
|
stochastic approximation
|
of gradient descent that minimizes
|
J05-4005 |
− fd ( wi ) ) ( 8 ) The
|
stochastic approximation
|
method can be viewed as optimizing
|
N09-1069 |
ηk . Standard results from the
|
stochastic approximation
|
literature state that E ∞
|
P15-1076 |
Model Estimation We develop a
|
stochastic approximation
|
algorithm using Markov chain
|