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Introducing the QGE EE Software Package
Traditionally, regression techniques have also been categorized by the specific link functions that depict the relationship between outcomes and covariates. For example, linear regression assumes that a linear combination of covariates is linearly associated with or determines the average of the outcome. Logistic regression assumes that the average of the outcome is the logit of a linear combination of covariates, and is often used for analyzing binary outcomes.
FeaturesWhile many regression techniques, and hence relevant computer packages, have been developed for regression analysis, EE has a couple of unique features.
Components and OptionsEE provides several options for performing univariate and multivariate analysis. Specifically, when a single response is identified, EE automatically executes the algorithm for univariate analysis. In performing the univariate analysis, one has the option of regressing only the mean of the response on covariates or both the mean and variance of the response on covariates, with a choice of a number of link functions, including linear, logistic and exponential. When a vector of multivariate responses is supplied, EE automatically executes the algorithm for multivariate analysis. In the multivariate analysis, one has the option of focusing on the marginal means and covariances of the outcomes. In either cases, one has a choice of link functions for the marginal means, variances and covariances, as well as a choice of covariates to be included in their respective mean link functions. The flexible choice of covariates into these first two moments allows the user to explore problems ranging from longitudinal studies, studies with repeated measurements, or studies with multiple outcomes.
CompatibilitiesEE is available for IBM compatible PCs running MS Windows. The MS Windows version is provided with an easy to use graphical interface. Click here to view a screen shot of the EE Model Specification Window.
How to get EEEE is available by http from our server. |
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