Clem:
Actually the estimated value of NAT = const + b1 if there is teacher training and no other
treatment, and so forth.
Perfect multicollinearity would occur if (1) all values of any one variable equal either 0
or 1 (maybe student-to-textbook ratio) or (2) if some of the other treatments add to one
(for example, if every school has either teacher training or principal training but not
both). In either case, you must do what GRETL doesleave out a variable.
Wilson Mixon
-----Original Message-----
From: gretl-users-bounces(a)ricardo.ecn.wfu.edu on behalf of Clement L. Rasul
Sent: Sat 2/18/2006 12:50 AM
To: gretl-users(a)ricardo.ecn.wfu.edu
Subject: [Gretl-users] Multicollinearity
Can anyone help me. I am a new user of gretl.
I am doing OLS regression using multiple dummy independent variables. How
do I deal with multicollinearity? Gretl refuses to calculate because of
perfect collinearity. Is my approach wrong in doing multiple dummy
independent variables?
The equation specification that i am doing is:
NAT = const + b1 Dum1 + b2 Dum2 + b3 Dum3 + b4 Dum4
where:
NAT is the result of achievement tests;
const is the intercept, the value of NAT if there are no project
interventions;
b1 is the value of NAT if there is teacher traning (dummy=1);
b2 is the value of NAT if there is principal training (dummy=1);
b3 is the value of NAT if there is 1:1 student to textbook ratio
(dummy=1); and
b4 is the value of NAT if the classroom is conducive to learning (dummy =1
if it conforms to stated classroom standards)
Thanks!
Clem
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