英文摘要 |
The purpose of this research is mainly to analyze the accuracy of different reliability index by employing g1b, 1, 2, 3 , 4, 5, h, t as the major arguments. Confirmatory Factor Analysis (CFA) is utilized for simulating data in this experiment, basically relying on independent variables (the number of test factors, the number of test items, the number of sample sizes) and dependent variable (bias, absolute mean bias, root mean squared error). The statistical results and analyses are described as following: (1) 3 , the most commonly and traditionally used, only suitable for the analysis of one-dimension test, reliability index value will be significantly underestimated if multi-factor test takes place. (2) t, 4 display best values of reliability estimation with extreme little error, it is recommended that these two can be used as much as possible. When the structure of factor of the test data is very clear, t is the most suitable role to estimate the overall reliability. On the other hand, if it is not clear, then 4 is the appropriate candidate to do the work. (3) Unless it is for analyzing the parent group data, then g1b shows a high estimated value of reliability which is not proper to name it as the greatest lower bound reliability. (4) The ratio of h to t is the ratio of the explanatory rate of g factor to the total explanatory rate of all common factors (including g and all f). It is recommended that it can be used as an indicator of whether the undergoing test is close to one dimension. The results of this study can provide testing persons with more appropriate estimates of reliability indicators according to different test scenarios. |