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This Concept Map, created with IHMC CmapTools, has information related to: Multiple regression, A regression equation can be A linear equation, Parameters are unknown and estimated through A regression equation, Analysis of parameters include Elasticity coefficients, Analysis of parameters include Slope coefficients, An error term (or unsystematic component) is checked for randomness using Diagnostic tests, A regression equation can be used in Analysis of parameters, Variables are combined in A regression equation, A regression equation can be used in Forecasting, A regression equation can be A non-linear equation, Slope coefficients can be Elasticity coefficients, A regression equation has A systematic component, Analysis of parameters depends on Functional forms, A regression equation is evaluated through Diagnostic tests, The double-log functional form provides estimates of Elasticity coefficients, A regression equation can contain Dummy variables, Functional forms include The double-log functional form, A linear equation is consistent with different Functional forms, A non-linear equation can have a variety of Functional forms, A regression equation has An error term (or unsystematic component), The Multiple Regression Model summarizes the relationship between more than two Variables