A learning model is a parameterized function whose parameters are learned from data. When data is processed through a learning model it's outputs are often approximate relationships or make predictions.
Problem Classes
There are numerous algorithms for predicting continuous variables or categorical variables from a set of continuous predictors and/or categorical factor effects.
Regression-type problems.
Regression-type problems are generally those where we attempt to predict the values of a continuous variable from one or more continuous and/or categorical predictor variables.
Classification-type problems.
Classification-type problems are generally those where we attempt to predict values of a categorical dependent variable (class, group membership, etc.) from one or more continuous and/or categorical predictor variables. There are a number of methods for analyzing classification-type problems and to compute predicted classifications, either from simple continuous predictors (e.g., binomial or multinomial logit regression in GLZ), from categorical predictors (e.g., Log-Linear analysis of multi-way frequency tables), or both (e.g., via ANCOVA-like designs in GLZ or GDA).
Model Types By Statistical Role
Generative
- Gaussian Mixture Models
- Hidden Markov Models
- Naive Bayes
- GANS (when parameterized accordingly)