Who explains discriminant validity in factor analysis?
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“A factor is a set of dependent variables that can be used to explain the independent variable. Factor analysis is the technique used to find these factors in large data sets. It is often used for market segmentation. In a marketing experiment, factors are identified by analyzing the response of respondents to different stimuli. The stimuli might be advertisements, sales techniques, promotions, etc.” Section: 3% Errors Now, let me show you the errors I made: Section: Section: ”
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Discriminant validity, commonly known as DV, is a test or criterion to determine if a factor analysis (FA) method provides insight into how variables relate to each other. A discriminant refers to a hypothesized unique direction or trend in a data set. A valid discriminant is one that predicts what should be expected if a variable is excluded or replaced. A valid discriminant is called a null hypothesis (H0) if the null hypothesis is the best-fitting factor model. Section: Instant Assignment Solutions
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One of the most essential tools for determining whether factor analysis has identified valid dimensions or not is discriminant validity. This concept means that the dimensions should be highly discriminant, which is to say, they should be able to distinguish one group from another. Though this is a common sense approach, this notion is not always straightforward. There have been several theoretical debates regarding the concept. official source In fact, several methods for discriminant validity have been proposed, including independent t-tests, covariance matrix analyses, and permutation tests.
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In psychology and neuroscience, the term discriminant validity (sometimes abbreviated as DV) is used to indicate whether a factor analysis can explain a given pattern of variable values. This means that the factor explained more variance than the sum of squares of the other variables in the factor loadings. When the sum of squares of the loadings is small, the factor cannot explain the variation of the variables, and the null hypothesis that the factor does not explain any variance is rejected. This hypothesis is usually expressed as H0: _ = 0_, or H0