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Optimal procedures for certain nested crussed repealed measures model | ||
| Journal of College of Education | ||
| Article 1, Volume 0, Issue 1, 2017, Pages 266-287 | ||
| Authors | ||
| Nai em A bdul; Zah ra Al-Sarag | ||
| Abstract | ||
| B-iSi TRCT ,f,ft ,,udr-, t" find optimrl procedures for tesiing a larage- class of hypotheses aboui the mean . t{e can coosider many different model becuse of ;il;.;lio- of the assumptions about the means . $c also consider several hvrrothercs about the correltioo cofficietrts. ln order to get powerful procedures, the covriroe mairir for this study we must have certain patterned structure. tet y' = (f,,,,,, "",Y,.,,,..,,'l * the vector of obser vations on the i-th ildividurl ' it is assumed that the ( are indeoenentlv Iormrllv distributed with are indepeoently norm!lly distributed wirh'are indepenentlv normally distributed with rrc i[d€Penently normally distributed with mean ll, and common variances !)0' A coordinlte - free approach is used to Iiod optimrl procedures for testing a lxrge cliss of hyPotheses about the mean,,, . . Results for this work can be used in anal,vzing sencral different kinds of designs, such as abalanced six-way mired effecs model. It is also usfurl for rnrlyzing ry of the abov€ mircd aad raDdom effects models after adding any oumbcr of lired effects as loog as the added eftecls do not irteracr with rny of the random effect io model ' | ||
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