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When only the ordinal aspects of data are considered, we have statistical methods in which the statistical and verbal conclusions are very close. Many parametric models are now available for testing highly speci c parametric hypotheses. If a researcher has a carefully planned hypothesis that ts into the framework of a highly parametric model, then he or she should use such a model. However, we very often have more loosely formulated hypotheses and use the highly parametric models as a default. There usually is some sort of Procrustean translation of the original research ideas into questions that t with the sophisticated models. The problem is that an analysis based on a highly parametric model may not provide answers that are tting for the researcher s original questions. We have given a number of reasons that ordinal statistics provide results that are consistent with common types of research questions. The added bene t is that the conclusions and inferences from the ordinal methods are valid under a wide variety of conditions. Furthermore, the results are unchanged under monotonic transformations: They generalize to scores of latent variables as well as observed ones. There are SPSS macros and Fortran programs available for a number of the methods described in this chapter. These may be accessed through the website of J. D. Long, http://education.umn.edu/edpsych/Faculty/long.html. APPENDIX: COMPUTING THE ESTIMATED VARIANCE OF ta Here we illustrate the computation of Est[var(ta )] for the raw data in Table 25.1. The last section of Table 25.1 shows the 2 calculation of the tihxy , tihxy , and ta that are required to compute Equations 25.31 and 25.32, and nally, the estimated variance of Equation 25.30. Using the information from Table 25.1, Equation 25.32 is computed as 2 st2 = ihxy = read data from usb barcode scanner c# How to Read & Decode Barcode Images in C#.NET - BarcodeLib.com
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