The GLIMMIX Procedure

ODS Table Names

Each table created by PROC GLIMMIX has a name associated with it, and you must use this name to reference the table when you use ODS statements. These names are listed in Table 44.25.

Table 44.25: ODS Tables Produced by PROC GLIMMIX

Table Name	Description	Required Statement / Option
AsyCorr	asymptotic correlation matrix of covariance parameters	PROC GLIMMIX ASYCORR
AsyCov	asymptotic covariance matrix of covariance parameters	PROC GLIMMIX ASYCOV
CholG	Cholesky root of the estimated $\mb{G}$ matrix	RANDOM / GC
CholV	Cholesky root of blocks of the estimated $\mb{V}$ matrix	RANDOM / VC
ClassLevels	level information from the CLASS statement	default output
Coef	$\mb{L}$ matrix coefficients	E option in MODEL , CONTRAST , ESTIMATE , LSMESTIMATE , or LSMEANS ; ELSM option in LSMESTIMATE
ColumnNames	name association for OUTDESIGN data set	PROC GLIMMIX OUTDESIGN (NAMES)
CondFitStatistics	conditional fit statistics	PROC GLIMMIX METHOD= LAPLACE
Contrasts	results from the CONTRAST statements	CONTRAST
ConvergenceStatus	status of optimization at conclusion	default output
CorrB	approximate correlation matrix of fixed-effects parameter estimates	MODEL / CORRB
CovB	approximate covariance matrix of fixed-effects parameter estimates	MODEL / COVB
CovBDetails	details about model-based and/or adjusted covariance matrix of fixed effects	MODEL / COVB (DETAILS)
CovBI	inverse of approximate covariance matrix of fixed-effects parameter estimates	MODEL / COVBI
CovBModelBased	model-based (unadjusted) covariance matrix of fixed effects if DDFM= KR or EMPIRICAL option is used	MODEL / COVB (DETAILS)
CovParms	estimated covariance parameters in GLMMs	default output (in GLMMs)
CovTests	results from COVTEST statements (except for confidence bounds)	COVTEST
Diffs	differences of LS-means	LSMEANS / DIFF (or PDIFF)
Dimensions	dimensions of the model	default output
Estimates	results from ESTIMATE statements	ESTIMATE
FitStatistics	fit statistics	default
G	estimated $\mb{G}$ matrix	RANDOM / G
GCorr	correlation matrix from the estimated $\mb{G}$ matrix	RANDOM / GCORR
Hessian	Hessian matrix (observed or expected)	PROC GLIMMIX HESSIAN
InvCholG	inverse Cholesky root of the estimated $\mb{G}$ matrix	RANDOM / GCI
InvCholV	inverse Cholesky root of the blocks of the estimated $\mb{V}$ matrix	RANDOM / VCI
InvG	inverse of the estimated $\mb{G}$ matrix	RANDOM / GI
InvV	inverse of blocks of the estimated $\mb{V}$ matrix	RANDOM / VI
IterHistory	iteration history	default output
kdTree	k-d tree information	RANDOM / TYPE=RSMOOTH KNOTMETHOD= KDTREE(TREEINFO)
KnotInfo	knot coordinates of low-rank spline smoother	RANDOM / TYPE=RSMOOTH KNOTINFO
LSMeans	LS-means	LSMEANS
LSMEstimates	estimates among LS-means	LSMESTIMATE
LSMFtest	F test for LSMESTIMATE s	LSMESTIMATE / FTEST
LSMLines	lines display for LS-means	LSMEANS / LINES
ModelInfo	model information	default output
NObs	number of observations read and used, number of trials and events	default output
OddsRatios	odds ratios of parameter estimates	MODEL / ODDSRATIO
OptInfo	optimization information	default output
ParameterEstimates	fixed-effects solution; overdispersion and scale parameter in GLMs	MODEL / S
ParmSearch	parameter search values	PARMS
QuadCheck	adaptive recalculation of quadrature approximation at solution	METHOD= QUAD (QCHECK)
ResponseProfile	response categories and category modeled	default output in models with binary or nominal response
Slices	tests of LS-means slices	LSMEANS / SLICE=
SliceDiffs	differences of simple LS-means effects	LSMEANS / SLICEDIFF=
SolutionR	random-effects solution vector	RANDOM / S
StandardizedCoefficients	fixed-effects solutions from centered and/or scaled model	MODEL / STDCOEF
Tests1	Type I tests of fixed effects	MODEL / HTYPE= 1
Tests2	Type II tests of fixed effects	MODEL / HTYPE= 2
Tests3	Type III tests of fixed effects	default output
V	blocks of the estimated $\mb{V}$ matrix	RANDOM / V
VCorr	correlation matrix from the blocks of the estimated $\mb{V}$ matrix	RANDOM / VCORR

The SLICE statement also creates tables, which are not listed in Table 44.25. For information about these tables, see the section SLICE Statement in Chapter 19: Shared Concepts and Topics.