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Logistic Regression
Logistic regression allows you to predict a discrete outcome from a set of independent variables that may be continuous, discrete, or binary. The dependent variable is binary/ dichotomous/binominal, i.e., it can take only two values; 0, 1; true, false; Yes, No; success, failure; etc.
With binary variables, ordinary regression methods should not be attempted for several reasons:
- A binary variable can not be normally distributed and hence significance tests and standard errors of regression will be wrong.
- An ordinary regression will permit predicted values outside the 0-1 range.
- The distribution of residual error when a dependent variable is a binary variable is heteroscedastic, and hence violates one of the assumptions of ordinary regression analysis.
Logistic regression in Aabel includes probability and logit (probability). Aabel allows generating:
- Probability charts with one independent variable (see the right-hand side diagram below)
- Probability charts with multiple dimension projections (see the left-hand side diagram below)
- The observed probability can be displayed using markers, as shown in the images below. Probability charts with multiple dimension projections also generate a table of statistics (see the bottom image below).


The Logistic regression results displayed above were generated in Aabel using the published data of Pine, R.W. Wertz, M.J., Lennard, E.S., Dellinger, E.P., Carrico, C.J., and Minshew, H. (1983).










