Univariate Binary Model

Definition: A univariate binary model is as follows: For dependent variable y_i that can be only one or zero, and a continuous indepdendent scalar variable x_i, that:

Pr(y_i=1)=F(x_i'b)

Here b is a parameter to be estimated, and F is a distribution function. See probit and logit models for examples.

(Econterms)

Terms related to Univariate Binary Model:
None

About.Com Resources on Univariate Binary Model:
None

Writing a Term Paper? Here are a few starting points for research on Univariate Binary Model:

Books on Univariate Binary Model:
None

Journal Articles on Univariate Binary Model:
None