ESRI.ArcGIS.ADF.ArcGISServer | |
DETopology Class Members | |
See Also Properties |
ESRI.ArcGIS.ADF.ArcGISServer Namespace : DETopology Class |
The following tables list the members exposed by DETopology.
Name | Description | |
---|---|---|
DETopology Constructor |
Name | Description | |
---|---|---|
CanVersion | Indicates if this dataset can be versioned. (Inherited from DEDataset) | |
CanVersionSpecified | (Inherited from DEDataset) | |
CatalogPath | The string used to retrieve the element. (Inherited from DataElement) | |
Children | The list of sub-elements. (Inherited from DataElement) | |
ChildrenExpanded | Indicates if the children have been expanded. (Inherited from DataElement) | |
ChildrenExpandedSpecified | (Inherited from DataElement) | |
ClusterTolerance | The cluster tolerance of the topology. | |
ConfigurationKeyword | Configuration keyword. (Inherited from DEDataset) | |
DatasetType | Dataset type. (Inherited from DEDataset) | |
DSID | The id of the dataset. (Inherited from DEDataset) | |
DSIDSpecified | (Inherited from DEDataset) | |
Extent | The extent of the coverage. (Inherited from DEGeoDataset) | |
FeatureClassNames | The feature classes involved in the topology. | |
FullPropsRetrieved | Indicates if full properties have been retrieved. (Inherited from DataElement) | |
FullPropsRetrievedSpecified | (Inherited from DataElement) | |
MaxGeneratedErrorCount | ||
Metadata | The PropertySet containing metadata. (Inherited from DataElement) | |
MetadataRetrieved | Indicates if the metadata has been retrieved. (Inherited from DataElement) | |
MetadataRetrievedSpecified | (Inherited from DataElement) | |
Name | The user assigned name for the element. (Inherited from DataElement) | |
SpatialReference | The spatial reference of the geodataset. (Inherited from DEGeoDataset) | |
TopologyID | The ID of the topology. | |
TopologyRules | ||
Versioned | Indicates if this dataset is versioned. (Inherited from DEDataset) | |
VersionedSpecified | (Inherited from DEDataset) | |
ZClusterTolerance | The z cluster tolerance of the topology. |