P03-1006 |
and Sproat , 1996 ) . Let be the
|
weighted transducer
|
obtained by compiling the rules
|
J14-4002 |
transduction path in multi-tape
|
weighted transducers
|
. For instance , by encoding
|
N10-1139 |
arbitrary rational kernel defined by a
|
weighted transducer
|
T. Let XT denote the regular
|
P04-1008 |
a Viterbi decoder applied to a
|
weighted transducer
|
. 3.1 Weighted Finite-State Transducers
|
N10-1139 |
Weighted automata can be defined as
|
weighted transducers
|
A with identical input and output
|
J14-4002 |
POS tagger and will result in a
|
weighted transducer
|
that maps from input words to
|
P04-1008 |
two transducers T1 and T2 is a
|
weighted transducer
|
denoted by T1 o T2 and defined
|
N10-1139 |
kernel that can be represented by
|
weighted transducers
|
, it is a rational kernel ( Cortes
|
P03-1006 |
1994 ) which can be compiled into
|
weighted transducers
|
. The utilities of the GRM Library
|
D15-1273 |
path . In general , consider T a
|
weighted transducer
|
and A it 's equivalent automaton
|
P04-1008 |
resulting of the composition of the
|
weighted transducers
|
given figure 2 ( a ) and ( b
|
N04-1005 |
the least cost path through a
|
weighted transducer
|
as shown below . stitution and
|
E06-1046 |
the least cost path through a
|
weighted transducer
|
as shown below . We first describe
|
P03-1006 |
al. , 1996 ) and projection of
|
weighted transducers
|
. It is also based on the transducer
|
N10-1023 |
composition with G to produce a
|
weighted transducer
|
Wscored . The shortest path in
|
N12-1027 |
consider nondeterministic and
|
weighted transducers
|
. Intuitively , a sensible XTOPR
|
N10-1139 |
after the slash separator . A
|
weighted transducer
|
has a set of initial states represented
|
N10-1139 |
tasks considered . 2 Preliminaries
|
Weighted transducers
|
are finite-state transducers
|
N10-1139 |
and output alphabets E , is a
|
weighted transducer
|
denoted by T1 o T2 when the semiring
|
P03-1006 |
applied left to right leads to the
|
weighted transducer
|
given by figure 6 . Our corpus
|