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