This is yet another reason we cannot assume that data is 'objective' because it is quantitative in nature. For example, when constructing an experiment "an extreme groups design (e.g., assigning participants to high or low conditions) maximizes the variances of the components of the product term, it also results in much more power with respect to the interaction effect than would the corresponding observational design" (Cortina 2002: 343). Conversely, doing an experiment 'in the field' is likely to yield a less statistically-significant impact because of the inability to control the extremity of the variables. A recent study of the statistical power of research in the social sciences revealed that only 40% of all MIS studies had adequate statistical power to ensure that the probability that the null hypothesis would be rejected correctly at all times (Baroudi & Orlikowski 1989: 87). Significance criteria, sample estimate, and effect size, can all influence statistical power and once again, when dealing with human subjects, many additional variables can affect statistical power (Baroudi & Orlikowski 1989: 87).
The use of certain statistical conventions can also yield inaccurate results, if deployed in an inappropriate fashion. For example, disregarding 'outliers' or extremes that impact the findings is a common practice and may be appropriate or inappropriate, depending upon the circumstances, as can filling in missing results to enable the statistical analysis to be done in the first place (Gardenier & Resnik 2002: 68). If the outliers are not genuine 'outliers' that can be explained convincingly as such or the missing data cannot be extrapolated easily, it can produce wildly inaccurate results.
Sometimes the misuse of quantitative data is unintentional, other times it is deliberate. In some instances, data may be obtained in a fraudulent and unethical manner, deliberately designed to produce a particular, false result (such as editing, cleaning, or mining data) or aspects of...
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