


The following tables contain the ODS table names created by the RELIABILITY Procedure, organized by the statements that produce them.
Table 16.76: Tables Produced with the ANALYZE Statement
|
Table Name |
Description |
|---|---|
|
ConvergenceStatus |
Convergence status |
|
CorrMat |
Parameter correlation matrix |
|
CovMat |
Parameter covariance matrix |
|
DatSum |
Summary of fit |
|
GradHess |
Last evaluation of parameters, gradient, and Hessian |
|
IterEM |
Iteration history for Turnbull algorithm |
|
IterLRParm |
Iteration history for likelihood ratio confidence intervals for parameters |
|
IterLRPer |
Iteration history for likelihood ratio confidence intervals for percentiles |
|
IterParms |
Iteration history for parameter estimates |
|
Lagrange |
Lagrange multiplier statistics |
|
NObs |
Observations summary |
|
PBEst |
Poisson/binomial estimates by group |
|
PBPred |
Poisson/binomial predicted values |
|
PBPredTol |
Poisson/binomial predicted values by group |
|
PBSum |
Poisson/binomial analysis summary |
|
PBTol |
Poisson/binomial tolerance estimates |
|
PctEst |
Percentile estimates |
|
ParmEst |
Parameter estimates |
|
ParmOther |
Fitted distribution mean, median, mode |
|
PGradHess |
Last evaluation of parameters, gradient, and Hessian in terms of stable parameters |
|
ProbabilityEstimates |
Nonparametric cumulative distribution function estimates |
|
RelInfo |
Model information |
|
SurvEst |
Survival function estimates |
|
TurnbullGrad |
Interval probabilities, reduced gradient, Lagrange multipliers for Turnbull algorithm |
|
WCorrMat |
Parameter correlation matrix for Weibull distribution |
|
WCovMat |
Parameter covariance matrix for Weibull distribution |
Table 16.77: Tables Produced with the MCFPLOT Statement
|
Table Name |
Description |
|---|---|
|
McfDEst |
MCF difference estimates |
|
McfDSum |
MCF difference data summary |
|
McfEst |
MCF estimates |
|
McfLogRank |
Tests of difference between two MCFs |
|
McfSum |
MCF data summary |
Table 16.78: Tables Produced with the MODEL Statement
|
Table Name |
Description |
|---|---|
|
MConvergenceStatus |
Convergence status |
|
ClassLevels |
Class level information |
|
ModCorMat |
Parameter correlation matrix |
|
ModCovMat |
Parameter covariance matrix |
|
ModFitSum |
Summary of fit |
|
ModInfo |
Model information |
|
ModIterLRparm |
Iteration history for likelihood ratio confidence intervals for parameters |
|
ModIterParms |
Iteration history for parameter estimates |
|
ModLagr |
Lagrange multiplier statistics |
|
ModLastGradHess |
Last evaluation of the gradient and Hessian |
|
ModNObs |
Observations summary |
|
ModObstats |
Observation statistics |
|
ModParmInfo |
Parameter information |
|
ModPrmEst |
Parameter estimates |
|
RecurGoodFit |
Test for homogeneous Poisson process |
Table 16.79: Tables Produced with PROBPLOT and RELATIONPLOT Statements
|
Table Name |
Description |
|---|---|
|
ConvergenceStatus |
Convergence status |
|
CorrMat |
Parameter correlation matrix |
|
CovMat |
Parameter covariance matrix |
|
DatSum |
Summary of fit |
|
GradHess |
Last evaluation of parameters, gradient, and Hessian |
|
IterEM |
Iteration history for Turnbull algorithm |
|
IterLRParm |
Iteration history for likelihood ratio confidence intervals for parameters |
|
IterLRPer |
Iteration history for likelihood ratio confidence intervals for percentiles |
|
IterParms |
Iteration history for parameter estimates |
|
Lagrange |
Lagrange multiplier statistics |
|
NObs |
Observations summary |
|
PctEst |
Percentile estimates |
|
ParmEst |
Parameter estimates |
|
ParmOther |
Fitted distribution mean, median, mode |
|
PGradHess |
Last evaluation of parameters, gradient, and Hessian in terms of stable parameters |
|
ProbabilityEstimates |
Nonparametric cumulative distribution function estimates |
|
RelInfo |
Model information |
|
SurvEst |
Survival function estimates |
|
TurnbullGrad |
Interval probabilities, reduced gradient, Lagrange multipliers for Turnbull algorithm |
|
WCorrMat |
Parameter correlation matrix for Weibull distribution |
|
WCovMat |
Parameter covariance matrix for Weibull distribution |