W02-1003 |
used the interpolated absolute
|
discounting method
|
. Since both the traditional
|
W10-3404 |
, 1991 ) . They compared some
|
discounting methods
|
by using the newspaper corpus
|
C00-2105 |
proba - bilities . The absolute
|
discounting method
|
( Ney et al. , 1994 ) was adapted
|
W06-2601 |
particular , smoothing was based on the
|
discounting method
|
in Ney et al. ( 1994 ) combined
|
C02-1045 |
of each event , we use a simple
|
discounting method
|
similar to the absolute discounting
|
J11-4008 |
unigrams alone . • We specify a
|
discounting method
|
which facilitates better treatment
|
P10-1160 |
Ju - rafsky , we also used the
|
discounting method
|
suggested by Pantel and Ravichandran
|
P94-1038 |
than predicted by the uniform
|
discounting method
|
. Finally , the similarity-based
|
C04-1022 |
. The rst integer speci es the
|
discounting method
|
while second indicates the minimum
|
D09-1076 |
site b alone . Even if we use a
|
discounting method
|
to give a nonzero probability
|
C04-1022 |
features , backo procedures , and
|
discounting methods
|
. Usually , this space can not
|
W05-1107 |
This is a running theme of the
|
discounting methods
|
of smoothing such as absolute
|
D11-1064 |
useful as , unlike count-based
|
discounting methods
|
( e.g. , Kneser - Ney ) , it
|
W12-3158 |
probabilities and a modified absolute
|
discounting method
|
that can be applied to fractional
|
P11-1009 |
model - ing . The simplest are
|
discounting methods
|
, such as additive smoothing
|
W02-0504 |
Katz ( 1987 ) that combines a
|
discounting method
|
along with a back-off method
|
D09-1078 |
widely-used Katz backoff and absolute
|
discounting methods
|
. We are not aware of any other
|
W07-0712 |
namely the Witten - Bell linear
|
discounting method
|
( Witten and Bell , 1991 ) .
|
J11-4008 |
a way that is similar to other
|
discounting methods
|
, this formalization satisfies
|
P98-2157 |
computation in the following ways .
|
Discounting methods
|
for smoothing simply produce
|