Statistical procedures use ODS Graphics to create graphs as part of their output. ODS Graphics is described in detail in Chapter 21: Statistical Graphics Using ODS.
Before you create graphs, ODS Graphics must be enabled (for example, by using the ODS GRAPHICS ON statement). For more information about enabling and disabling ODS Graphics, see the section Enabling and Disabling ODS Graphics in Chapter 21: Statistical Graphics Using ODS. For additional control of the graphics that are displayed, see the PLOTS= option in the section PROC SPP Statement.
PROC SPP assigns a name to each graph it creates by using ODS Graphics. You can use these names to refer to the graphs when you use ODS Graphics. Table 105.9 lists the names and shows the statement and option that you must specify to produce the graph.
Table 105.9: Graphs Produced by PROC SPP
ODS Graph Name |
Plot Description |
Statement |
Option |
---|---|---|---|
CovariateEDFPlot |
Plot of Kolmogorov-Smirnov test analysis for CSR |
PLOTS=CSRKSTEST |
|
EmptySpacePlot |
Surface plot of nearest-neighbor distances from any window location |
||
PLOTS=EMPTYSPACE |
|||
IntensityPlot |
Surface plot of estimated intensity |
Default |
Default |
ProbabilityPlot |
Surface plot of occurrence probability under a poisson model |
Default |
Default |
ObservationsPlot |
Scatter plot of observed events, marked events, or covariate variables |
PLOTS=OBSERV |
|
FPanelPlot |
Panel plot of empty-space function F |
||
PLOTS=F(ALL) |
|||
FEdfPlot |
EDF plot of empty-space function F |
||
PLOTS=F(UNPACK) |
|||
FDiffPlot |
Difference plot of empty-space function F and CSR |
||
PLOTS=F(UNPACK) |
|||
FNppPlot |
PP plot of empty-space function F and CSR |
||
PLOTS=F(UNPACK) |
|||
FCIPlot |
Confidence interval plot of empty-space function F |
||
PLOTS=F(UNPACK) |
|||
GPanelPlot |
Plot of nearest-neighbor function G |
||
PLOTS=G(ALL) |
|||
GEdfPlot |
EDF plot of nearest-neighbor function G |
||
PLOTS=G(UNPACK) |
|||
GDiffPlot |
Difference plot of nearest-neighbor function G and CSR |
||
PLOTS=G(UNPACK) |
|||
GNppPlot |
PP plot of nearest-neighbor function G and CSR |
||
PLOTS=G(UNPACK) |
|||
GCIPlot |
CI plot of nearest-neighbor function G |
||
PLOTS=G(UNPACK) |
|||
JCombinedPlot |
Plot of function J |
||
PLOTS=J(ALL) |
|||
JEdfPlot |
EDF plot of function J |
||
PLOTS=J(UNPACK) |
|||
JCIPlot |
CI plot of function J |
||
PLOTS=J(UNPACK) |
|||
KPanelPlot |
Plot of Ripley’s function K |
||
PLOTS=K(ALL) |
|||
KEdfPlot |
EDF plot of Ripley’s function K |
||
PLOTS=K(UNPACK) |
|||
KDiffPlot |
Difference plot of Ripley’s function K and CSR |
||
PLOTS=K(UNPACK) |
|||
KNppPlot |
PP plot of Ripley’s function K and CSR |
||
PLOTS=K(UNPACK) |
|||
KCIPlot |
CI plot of Ripley’s function K |
||
PLOTS=K(UNPACK) |
|||
LPanelPlot |
Plot of Besag’s L function |
||
PLOTS=L(ALL) |
|||
LEdfPlot |
EDF plot of Besag’s L function |
||
PLOTS=L(UNPACK) |
|||
LDiffPlot |
Difference plot of Besag’s L function and CSR |
||
PLOTS=L(UNPACK) |
|||
LNppPlot |
PP plot of Besag’s L function |
||
PLOTS=L(UNPACK) |
|||
LCIPlot |
CI plot of Besag’s L function |
||
PLOTS=L(UNPACK) |
|||
PCFCombinedPlot |
Plot of the pair correlation function, g |
||
PLOTS=PCF(ALL) |
|||
PCFEdfPlot |
EDF plot of the pair correlation function, g |
||
PLOTS=PCF(UNPACK) |
|||
PCFCIPlot |
CI plot of the pair correlation function, g |
||
PLOTS=PCF(UNPACK) |
|||
ResidualPanel |
Raw residual panel plot |
||
PLOTS=RESIDUAL |
|||
RawResidual |
Raw residual plot |
||
PLOTS=RESIDUAL(UNPACK) |
|||
ResidualScatter |
Cumulative residual plot |
||
PLOTS=RESIDUAL(UNPACK) |
|||
SmoothedResidual |
Cumulative residual plot |
||
PLOTS=RESIDUAL(UNPACK) |
|||
TrendCovariatePlot |
Trend Covariate Plot |
PLOTS=CSRKSTEST |
|
LurkingPanel |
Cumulative residual and lurking variable panel plot |
||
PLOTS=LURKING(ALL) |
|||
LurkingVariable |
Cumulative residual and lurking variable plot |
||
PLOTS=LURKING(UNPACK) |
To request these graphs, you must specify the ODS GRAPHICS statement in addition to the statements indicated in Table 105.9. For more information about the ODS GRAPHICS statement, see Chapter 21: Statistical Graphics Using ODS.