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| The COUNTREG Procedure |
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| Functional Summary |
The statements and options used with the COUNTREG procedure are summarized in the following table.
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Description |
Statement |
Option |
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Data Set Options |
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specify the input data set |
COUNTREG |
DATA= |
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write parameter estimates to an output data set |
COUNTREG |
OUTEST= |
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write estimates of |
OUTPUT |
OUT= |
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Declaring the Role of Variables |
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specify BY-group processing |
BY |
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Printing Control Options |
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print the correlation matrix of the estimates |
MODEL |
CORRB |
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print the covariance matrix of the estimates |
MODEL |
COVB |
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print a summary iteration listing |
MODEL |
ITPRINT |
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suppress the normal printed output |
COUNTREG |
NOPRINT |
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request all printing options |
MODEL |
PRINTALL |
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Options to Control the Optimization Process |
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specify maximum number of iterations allowed |
MODEL |
MAXITER= |
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select the iterative minimization method to use |
COUNTREG |
METHOD= |
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set boundary restrictions on parameters |
BOUNDS |
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set initial values for parameters |
INIT |
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set linear restrictions on parameters |
RESTRICT |
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specify other optimization options |
COUNTREG |
see Chapter 5, Nonlinear Optimization Methods, |
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Model Estimation Options |
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specify the type of model |
MODEL |
DIST= |
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specify the type of model |
COUNTREG |
DIST= |
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specify the type of covariance matrix |
MODEL |
COVEST= |
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suppress the intercept parameter |
MODEL |
NOINT |
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specify the offset variable |
MODEL |
OFFSET= |
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specify the zero-inflated offset variable |
ZEROMODEL |
OFFSET= |
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specify the zero-inflated link function |
ZEROMODEL |
LINK= |
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Output Control Options |
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include covariances in the OUTEST= data set |
COUNTREG |
COVOUT |
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output probability of response variable taking the current value |
OUTPUT |
PROB= |
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output expected value of response variable |
OUTPUT |
PRED= |
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output estimates of XBeta |
OUTPUT |
XBETA= |
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output estimates of ZGamma |
OUTPUT |
ZGAMMA= |
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output probability of response variable taking a zero value as a result of the zero-generating process |
OUTPUT |
PROBZERO= |
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Copyright © 2007 by SAS Institute Inc., Cary, NC, USA. All rights reserved.