J02-2003 to use in conjunction with the chi-square test . The usual statistic encountered
E06-2019 the training documents via the chi-square test of independence . Postulating
J02-2003 with the discussion of how the chi-square test is used in the generalization
D15-1300 . We use the same categorical Chi-Square test in our work . 2.3 How to Get
H89-1053 classification of exemplars are kept . A chi-square test ( Quinlan , 1986 ) at the .01
J02-2003 procedure is developed that uses a chi-square test to determine a suitable level
D15-1300 we integrate WNPI formula with Chi-Square test . Sharma and Bhattacharyya (
J02-2003 the rest of the children . The chi-square test results in a G2 value of 14.5
D15-1300 Pos-pivot and Neg-pivot ) . The Chi-Square test helps us to exclude the biased
J02-2003 , subj ) are compared using a chi-square test , where the ci are the children
J02-2003 sense . Section 4 shows how a chi-square test is used as part of the generalization
D12-1008 at p < 0.02 according to a Chi-Square test ( x2 = 7.542 , df = 2 ) . In
D12-1106 adjacent sentences using the same chi-square test as in our pilot study . The most
C69-4401 does not seem substantial . A chi-square test comparing Bach 's and Pike 's
E06-1008 the WER with 22 % . We used the Chi-square test of significance to statistically
J02-2003 although not in the context of a chi-square test ) . Another approach would be
E06-1008 significance level . However , the Chi-square test points out that the difference
J02-2003 Johnson ( 2000 ) . 4 . Using a Chi-Square Test to Compare Probabilities In this
C69-4401 were counted and compared . The chi-square test was employed To determine the
J02-2003 in a significant result for the chi-square test , the procedure stops , and top
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