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White-to-white corneal diameter: normal values in healthy Iranian population obtained with the Orbscan II 被引量:9
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作者 Hamid Gharaee Mojtaba Abrishami +1 位作者 Masoud Shafiee Asieh Ehsaei 《International Journal of Ophthalmology(English edition)》 SCIE CAS 2014年第2期309-312,共4页
AIMTo determine the normative values of white-to-white corneal diameter with Orbscan II Topography System and to compare right and left eyes data in the normal young population.
关键词 white-to-white corneal diameter Orbscan II normal population
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ON TESTING THE EQUALITY OF K MULTIPLE AND PARTIAL CORRELATION COEFFICIENTS
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作者 A. K. Gupta Bowling Green State University, USA D. G. Kabe Sf. Mary’s University, USA 《Acta Mathematica Scientia》 SCIE CSCD 2001年第2期221-223,共3页
Coutsourides (1980) derives an ad hoc nuisance parameter removal test for testing the equality of two multiple correlation coefficients of two independent p variate normal populations, under the assumption that a samp... Coutsourides (1980) derives an ad hoc nuisance parameter removal test for testing the equality of two multiple correlation coefficients of two independent p variate normal populations, under the assumption that a sample of size n is available from each population. He also extends his ad hoc nuisance parameter removal test to the testing of the equality of two multiple correlation matrices. This paper presents likelihood ratio tests for testing the equality of k multiple correlation coefficients, and also k partial correlation coefficients. 展开更多
关键词 normal populations multiple correlation coefficients equality testing like-lihood ratio test MOMENTS
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On Testing Equality of K Multiple Correlation Matrices
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作者 A.K.Gupta D.G.Kabe 《Northeastern Mathematical Journal》 CSCD 2000年第4期405-410,共6页
Coutsourides derived an ad hoc nuisance paratmeter removal test for testing equality of two multiple correlation matrices of two independent p variate normal populations under the assumption that a sample of size ... Coutsourides derived an ad hoc nuisance paratmeter removal test for testing equality of two multiple correlation matrices of two independent p variate normal populations under the assumption that a sample of size n is available from each population. This paper presents a likelihood ratio test criterion for testing equality of K multiple correlation matrices and extends the results to the testing of equality of K partial correlation matrices. 展开更多
关键词 normal population multiple correlation matrix partial correlations matrix distribution theory test of hypothesis likelihood ratio test
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