Description Usage Arguments Value
A variable selection procedure for regression models based on Generalized Maximum Entropy estimation (A. Golan, J. Judge and D. Miller, Maximum Entropy Econometrics, Wiley, 1996; Chapter 10). The procedure is useful for well- and ill-posed regression models, namely in models exhibiting small sample sizes, collinearity and non-normal errors.
A variable selection procedure for regression models based on Generalized Maximum Entropy estimation (A. Golan, J. Judge and D. Miller, Maximum Entropy Econometrics, Wiley, 1996; Chapter 10). The procedure is useful for well- and ill-posed regression models, namely in models exhibiting small sample sizes, collinearity and non-normal errors.
1 2 |
y |
– vector – of size k. |
x |
– matrix of size (n,k) – n samples of size k; The supports for all unknown parameters should be symmetric and') uniformly distributed around zero. |
ssi |
(resp) – TRUE/FALSE – use the same support interval for all the unknown. |
si |
(int1) – c(float,float) – support interval, in the form c(-|lower|,upper), common for all unknown parameters. |
intervals |
– list of lists – ex. list(c(-l1,s1), c(-l2,s2),...), list of pairs (.,.) constituting a different support for each parameter. Note that, in this model, you must specify the same number of pairs as size of vector y. |
m |
– integer – the number of points in each parameter support. Usually the estimation is performed with five points in the parameter supports. Naturally, you can define a higher value. |
es |
(resp1) – TRUE/FALSE – error supports using an estimate of the error standard deviation from the OLS residuals. |
error.csi |
(int2) – c(-e,e) – the support interval, [-e,e], for the error component. |
j |
– integer – number of points in each error support. Usually the estimation is performed with three points in the error supports. Naturally, you can define a higher value. |
b
– vector – estimate of the unknown parameters;
nepk
– float – normalized entropy for the intercept (if it exists) and for each variable;
nep
– vector – normalized entropy for the signal.
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