Description Usage Arguments Details Value Note Author(s) References See Also Examples
This function fits generalized linear models by maximizing the joint log-likeliood, which is set in a separate function. Only single-parameter members of the exponential family are covered. The post-estimation output is designed to work with existing reporting functions.
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formula |
an object of class '"formula"' (or one that can be coerced to that class): a symbolic description of the model to be fitted. (See the help for 'glm' for more details). |
data |
a data frame containing the variables in the model. |
family |
a description of the error distribution be used in the model. This must be a character string naming a family. |
link |
a description of the link function be used in the model. This must be a character string naming a link function. |
offset |
this can be used to specify an _a priori_ known component to be included in the linear predictor during fitting. This should be 0 or a numeric vector of length equal to the number of cases. |
start |
optional starting points for the parameter estimation. |
verbose |
logical flag affecting the detail of printing. Defaults to FALSE. |
... |
optional arguments to pass within the function. |
The containing package, msme, provides the needed functions to use the ml_glm function to fit the Poisson and Bernoulli families, and supports the use of the identity, log, logit, probit, and complementary log-log link functions. The object returned by the function is designed to be reported by the print.glm function.
fit |
the output of optim. |
X |
the design matrix. |
y |
the response variable. |
call |
the call used for the function. |
obs |
the number of observations. |
df.null |
the degrees of freedom for the null model. |
df.residual |
the residual degrees of freedom. |
deviance |
the residual deviance. |
null.deviance |
the residual deviance for the null model. |
residuals |
the deviance residuals. |
coefficients |
parameter estimates. |
se.beta.hat |
standard errors of parameter estimates. |
aic |
Akaike's Information Criterion. |
i |
the number of iterations required for convergence. |
This function is neither as comprehensive nor as stable as the inbuilt glm function. It is a lot easier to read, however.
Andrew Robinson and Joe Hilbe.
Hilbe, J.M., and Robinson, A.P. 2013. Methods of Statistical Model Estimation. Chapman & Hall / CRC.
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