ST_SymDifference

ST_SymDifference
Input geometries (blue and orange) and the resulting symmetric difference polygons (green).

ST_SymDifference takes two geometry columns and returns a geometry column. The output column contains the geometries that represent the portions of the input geometries that do not intersect. If one of the input geometry types is geometry, the output type will be the same. For all other cases the result geometry type will be the same as the input geometry type with the highest dimension.

FunctionSyntax
Pythonsym_difference(geometry1, geometry2)
SQLST_SymDifference(geometry1, geometry2)
ScalasymDifference(geometry1, geometry2)

For more details, go to the GeoAnalytics for Microsoft Fabric API reference for sym_difference.

This function implements the OpenGIS Simple Features Implementation Specification for SQL 1.2.1.

Python and SQL Examples

PythonPythonSQL
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from geoanalytics_fabric.sql import functions as ST, Point, Polygon

df = spark.createDataFrame([(Point(8,8), Polygon([[[0,0],[10,0],[10,10],[0,10]]]),)], ["point", "polygon"])

df.select(ST.sym_difference(ST.buffer("point", 5), "polygon")).st.plot()
Plotting example for ST_SymDifference
Plotted result for ST_SymDifference.

Scala Example

Scala
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import com.esri.geoanalytics.geometry._
import com.esri.geoanalytics.sql.{functions => ST}
import org.apache.spark.sql.{functions => F}

case class GeometryRow(point: Point, polygon: Polygon)
val data = Seq(GeometryRow(Point(8, 8), Polygon(Point(0, 0), Point(0, 10), Point(10, 10), Point(10, 0))))

val df = spark.createDataFrame(data)
              .select(ST.symDifference(ST.buffer($"point", 5), $"polygon").alias("sym_difference"))
              .withColumn("difference_area", F.round(ST.area($"sym_difference"),3))

df.show()
Result
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+--------------------+---------------+
|      sym_difference|difference_area|
+--------------------+---------------+
|{"rings":[[[13,8]...|          92.35|
+--------------------+---------------+

Version table

ReleaseNotes

1.0.0-beta

Python, SQL, and Scala functions introduced

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