P00-1037 accuracy over previous approaches to noisy channel spelling correction . 1 Noisy Channel
P00-1037 paper describes an improvement to noisy channel spelling correction via a more powerful
P02-1019 present an improved error model for noisy channel spelling correction that goes beyond single
P14-2028 Equation 2 ) . 3 Improvements for noisy channel spelling correction While choosing arg
D13-1165 and Moore ( 2002 ) extended the noisy channel spelling correction method of Brill and
P00-1037 <title> An Improved Error Model for Noisy Channel Spelling Correction </title> Eric Brill
N09-3006 length . 5.4 Summary of Results The noisy channel spelling correction approach developed
W02-0713 Moore 's ( 2000 ) error model for noisy channel spelling correction that takes into account
W13-1736 available to our model , we use a noisy channel spelling corrector ( Kernighan , 1990
P02-1019 correction . 2 Brill and Moore Noisy Channel Spelling Correction Model Many statistical
P00-1037 presented a new error model for noisy channel spelling correction based on generic string
P14-2028 engine . 2 Baseline speller 2.1 Noisy channel spelling correction Noisy channel is a
W06-0129 equal to the n-gram order . 3.2 Noisy Channel Spelling Correction LingPipe performs
P00-1037 channel spelling correction . 1 Noisy Channel Spelling Correction This paper will address
N09-3006 Brill and Moore ( 2000 ) . 2.2 Noisy Channel Spelling Correction The spelling correction
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