Chi square goodness of fit

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Chi square goodness of fit

Stats Q
Could someone please shed some light on the following for me? I read that the chi-square goodness of fit test is a problem when the number of expected frequencies are low. I have this situation so am not relying on the GOF statistic. However, in multinominal regression SPSS gives another chi-square under the heading of "Likelihood ratio tests". Are these tests based on expected frequencies as well or can I use them?
 
Cheers!
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Re: Chi square goodness of fit

Ornelas, Fermin-2
It seems that you are talking about a different application of the test. In the multinomial regression I think the Wald test is evaluated with a Chi-squared distribution (I may need to check the details, too).
In the other case Chi-squared also applies to frequency tables and there the count per cell will have an effect on the results. For expected values, based on Cochran each Eij should be at least 1 and no more than 20% of them (Eij) should be less than 5.

Fermin Ornelas, Ph.D.
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-----Original Message-----
From: SPSSX(r) Discussion [mailto:[hidden email]] On Behalf Of Stats Q
Sent: Monday, December 10, 2007 4:18 PM
To: [hidden email]
Subject: Chi square goodness of fit

Could someone please shed some light on the following for me? I read that the chi-square goodness of fit test is a problem when the number of expected frequencies are low. I have this situation so am not relying on the GOF statistic. However, in multinominal regression SPSS gives another chi-square under the heading of "Likelihood ratio tests". Are these tests based on expected frequencies as well or can I use them?

Cheers!
_________________________________________________________________
Who's friends with who and co-starred in what?
http://www.searchgamesbox.com/celebrityseparation.shtml
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