W03-0434 |
minimization . The generalized
|
Winnow method
|
in ( Zhang et al. , 2002 ) implements
|
W03-1026 |
risk function . The generalized
|
Winnow method
|
used in ( Zhang et al. , 2002
|
W03-0408 |
this paper we use the generalized
|
Winnow method
|
( Zhang et al. , 2002 ) for all
|
P01-1069 |
the performance of the original
|
Winnow method
|
. The improvement is more or
|
P01-1069 |
Winnow method . Clearly regularized
|
Winnow method
|
has indeed enhanced the performance
|
P01-1069 |
same as that of the regularized
|
Winnow method
|
. Clearly regularized Winnow
|
P01-1069 |
results with those of the original
|
Winnow method
|
. We only report results with
|
P01-1069 |
algorithm and the regularized
|
Winnow method
|
. Consider the binary classification
|
W03-0408 |
mentioned earlier , the generalized
|
Winnow method
|
approximately minimizes the quantity
|
E06-1030 |
newspaper text . Compared to the
|
Winnow method
|
, the 10 billion word Web Corpus
|
E06-1030 |
exceeding the accuracy of the Unpruned
|
Winnow method
|
( the only other true cross-corpus
|
P01-1069 |
Winnow method over the original
|
Winnow method
|
can be much more significant
|
P01-1069 |
the improvement of regularized
|
Winnow method
|
over the original Winnow method
|
P01-1069 |
non-convergence problem of the original
|
Winnow method
|
when the data are not linearly
|
W03-0425 |
fier , based on a regularized
|
winnow method
|
( Zhang et al. , 2002 ) ( henceforth
|
W03-0408 |
computed from the generalized
|
Winnow method
|
, which is based on the following
|