# Overlay Functions

ST_ClipByBox2D

Computes the portion of a geometry falling within a rectangle.

                    geometry ST_ClipByBox2D
                    geometry geom
                    box2d box

### Description

Clips a geometry by a 2D box in a fast and tolerant but possibly invalid way. Topologically invalid input geometries do not result in exceptions being thrown. The output geometry is not guaranteed to be valid (in particular, self-intersections for a polygon may be introduced).

Performed by the GEOS module.

Availability: 2.2.0

### Examples

    -- Rely on implicit cast from geometry to box2d for the second parameter
    SELECT ST_ClipByBox2D(geom, ST_MakeEnvelope(0,0,10,10)) FROM mytab;

### See Also

ST_Intersection, ST_MakeBox2D, ST_MakeEnvelope

ST_Difference

Computes a geometry representing the part of geometry A that does not intersect geometry B.

                geometry ST_Difference
                geometry  geomA
                geometry  geomB
                float8  gridSize = -1

### Description

Returns a geometry representing the part of geometry A that does not intersect geometry B. This is equivalent to `A - ST_Intersection(A,B)`. If A is completely contained in B then an empty atomic geometry of appropriate type is returned.

This is the only overlay function where input order matters. ST_Difference(A, B) always returns a portion of A.

If the optional `gridSize` argument is provided, the inputs are snapped to a grid of the given size, and the result vertices are computed on that same grid. (Requires GEOS-3.9.0 or higher)

Performed by the GEOS module

Enhanced: 3.1.0 accept a gridSize parameter.

Requires GEOS >= 3.9.0 to use the gridSize parameter.

&sfs_compliant; s2.1.1.3

&sqlmm_compliant; SQL-MM 3: 5.1.20

&Z_support; However, the result is computed using XY only. The result Z values are copied, averaged or interpolated.

### Examples

The input linestrings | The difference of the two linestrings

The difference of 2D linestrings.

    SELECT ST_AsText(
        ST_Difference(
                'LINESTRING(50 100, 50 200)'::geometry,
                'LINESTRING(50 50, 50 150)'::geometry
            )
        );

    st_astext
    ---------
    LINESTRING(50 150,50 200)

The difference of 3D points.

    SELECT ST_AsEWKT( ST_Difference(
                       'MULTIPOINT(-118.58 38.38 5,-118.60 38.329 6,-118.614 38.281 7)' :: geometry,
                       'POINT(-118.614 38.281 5)' :: geometry
                      ) );

    st_asewkt
    ---------
    MULTIPOINT(-118.6 38.329 6,-118.58 38.38 5)

### See Also

ST_SymDifference, ST_Intersection, ST_Union

ST_Intersection

Computes a geometry representing the shared portion of geometries A and B.

                        geometry ST_Intersection

                            geometry
                            geomA

                            geometry
                            geomB

                            float8
                            gridSize = -1

                        geography ST_Intersection

                            geography
                            geogA

                            geography
                            geogB

### Description

Returns a geometry representing the point-set intersection of two geometries. In other words, that portion of geometry A and geometry B that is shared between the two geometries.

If the geometries have no points in common (i.e. are disjoint) then an empty atomic geometry of appropriate type is returned.

If the optional `gridSize` argument is provided, the inputs are snapped to a grid of the given size, and the result vertices are computed on that same grid. (Requires GEOS-3.9.0 or higher)

ST_Intersection in conjunction with ST_Intersects is useful for clipping geometries such as in bounding box, buffer, or region queries where you only require the portion of a geometry that is inside a country or region of interest.

&geography_transform; It first determines the best SRID that fits the bounding box of the 2 geography objects (if geography objects are within one half zone UTM but not same UTM will pick one of those) (favoring UTM or Lambert Azimuthal Equal Area (LAEA) north/south pole, and falling back on mercator in worst case scenario) and then intersection in that best fit planar spatial ref and retransforms back to WGS84 geography.

This function will drop the M coordinate values if present.

If working with 3D geometries, you may want to use SFGCAL based ST_3DIntersection which does a proper 3D intersection for 3D geometries. Although this function works with Z-coordinate, it does an averaging of Z-Coordinate.

Performed by the GEOS module

Enhanced: 3.1.0 accept a gridSize parameter

Requires GEOS >= 3.9.0 to use the gridSize parameter

Changed: 3.0.0 does not depend on SFCGAL.

Availability: 1.5 support for geography data type was introduced.

&sfs_compliant; s2.1.1.3

&sqlmm_compliant; SQL-MM 3: 5.1.18

&Z_support; However, the result is computed using XY only. The result Z values are copied, averaged or interpolated.

### Examples

    SELECT ST_AsText(ST_Intersection('POINT(0 0)'::geometry, 'LINESTRING ( 2 0, 0 2 )'::geometry));
     st_astext
    ---------------
    GEOMETRYCOLLECTION EMPTY

    SELECT ST_AsText(ST_Intersection('POINT(0 0)'::geometry, 'LINESTRING ( 0 0, 0 2 )'::geometry));
     st_astext
    ---------------
    POINT(0 0)

Clip all lines (trails) by country. Here we assume country geom are POLYGON or MULTIPOLYGONS. NOTE: we are only keeping intersections that result in a LINESTRING or MULTILINESTRING because we don't care about trails that just share a point. The dump is needed to expand a geometry collection into individual single MULT* parts. The below is fairly generic and will work for polys, etc. by just changing the where clause.

    select clipped.gid, clipped.f_name, clipped_geom
    from (
             select trails.gid, trails.f_name,
                 (ST_Dump(ST_Intersection(country.geom, trails.geom))).geom clipped_geom
             from country
                  inner join trails on ST_Intersects(country.geom, trails.geom)
         ) as clipped
    where ST_Dimension(clipped.clipped_geom) = 1;

For polys e.g. polygon landmarks, you can also use the sometimes faster hack that buffering anything by 0.0 except a polygon results in an empty geometry collection. (So a geometry collection containing polys, lines and points buffered by 0.0 would only leave the polygons and dissolve the collection shell.)

    select poly.gid,
        ST_Multi(
            ST_Buffer(
                ST_Intersection(country.geom, poly.geom),
                0.0
            )
        ) clipped_geom
    from country
         inner join poly on ST_Intersects(country.geom, poly.geom)
    where not ST_IsEmpty(ST_Buffer(ST_Intersection(country.geom, poly.geom), 0.0));

### Examples: 2.5Dish

Note this is not a true intersection, compare to the same example using ST_3DIntersection.

    select ST_AsText(ST_Intersection(linestring, polygon)) As wkt
    from  ST_GeomFromText('LINESTRING Z (2 2 6,1.5 1.5 7,1 1 8,0.5 0.5 8,0 0 10)') AS linestring
     CROSS JOIN ST_GeomFromText('POLYGON((0 0 8, 0 1 8, 1 1 8, 1 0 8, 0 0 8))') AS polygon;

                   st_astext
    ---------------------------------------
     LINESTRING Z (1 1 8,0.5 0.5 8,0 0 10)

### See Also

ST_3DIntersection, ST_Difference, ST_Union, ST_Dimension, ST_Dump, ST_Force2D, ST_SymDifference, ST_Intersects, ST_Multi

ST_MemUnion

Aggregate function which unions geometries in a memory-efficent but slower way

                geometry ST_MemUnion
                geometry set geomfield

### Description

An aggregate function that unions the input geometries, merging them to produce a result geometry with no overlaps. The output may be a single geometry, a MultiGeometry, or a Geometry Collection.

Produces the same result as ST_Union, but uses less memory and more processor time. This aggregate function works by unioning the geometries incrementally, as opposed to the ST_Union aggregate which first accumulates an array and then unions the contents using a fast algorithm.

&Z_support; However, the result is computed using XY only. The result Z values are copied, averaged or interpolated.

### Examples

    SELECT id,
           ST_MemUnion(geom) as singlegeom
    FROM sometable f
    GROUP BY id;

### See Also

ST_Union

ST_Node

Nodes a collection of lines.

                geometry ST_Node
                geometry  geom

### Description

Returns a (Multi)LineString representing the fully noded version of a collection of linestrings. The noding preserves all of the input nodes, and introduces the least possible number of new nodes. The resulting linework is dissolved (duplicate lines are removed).

This is a good way to create fully-noded linework suitable for use as input to ST_Polygonize.

ST_UnaryUnion can also be used to node and dissolve linework. It provides an option to specify a gridSize, which can provide simpler and more robust output. See also ST_Union for an aggregate variant.

&Z_support;

Performed by the GEOS module.

Availability: 2.0.0

Changed: 2.4.0 this function uses GEOSNode internally instead of GEOSUnaryUnion. This may cause the resulting linestrings to have a different order and direction compared to PostGIS < 2.4.

### Examples

Noding a 3D LineString which self-intersects

    SELECT ST_AsText(
            ST_Node('LINESTRINGZ(0 0 0, 10 10 10, 0 10 5, 10 0 3)'::geometry)
        ) As  output;
    output
    -----------
    MULTILINESTRING Z ((0 0 0,5 5 4.5),(5 5 4.5,10 10 10,0 10 5,5 5 4.5),(5 5 4.5,10 0 3))

Noding two LineStrings which share common linework. Note that the result linework is dissolved.

    SELECT ST_AsText(
            ST_Node('MULTILINESTRING ((2 5, 2 1, 7 1), (6 1, 4 1, 2 3, 2 5))'::geometry)
        ) As  output;
    output
    -----------
    MULTILINESTRING((2 5,2 3),(2 3,2 1,4 1),(4 1,2 3),(4 1,6 1),(6 1,7 1))

### See Also

ST_UnaryUnion, ST_Union

ST_Split

Returns a collection of geometries created by splitting a geometry by another geometry.

                    geometry ST_Split
                    geometry input
                    geometry blade

### Description

The function supports splitting a LineString by a (Multi)Point, (Multi)LineString or (Multi)Polygon boundary, or a (Multi)Polygon by a LineString. When a (Multi)Polygon is used as as the blade, its linear components (the boundary) are used for splitting the input. The result geometry is always a collection.

This function is in a sense the opposite of ST_Union. Applying ST_Union to the returned collection should theoretically yield the original geometry (although due to numerical rounding this may not be exactly the case).

If the the input and blade do not intersect due to numerical precision issues, the input may not be split as expected. To avoid this situation it may be necessary to snap the input to the blade first, using ST_Snap with a small tolerance.

Availability: 2.0.0 requires GEOS

Enhanced: 2.2.0 support for splitting a line by a multiline, a multipoint or (multi)polygon boundary was introduced.

Enhanced: 2.5.0 support for splitting a polygon by a multiline was introduced.

### Examples

Split a Polygon by a Line.

Before Split | After split

    SELECT ST_AsText( ST_Split(
                    ST_Buffer(ST_GeomFromText('POINT(100 90)'), 50), -- circle
                    ST_MakeLine(ST_Point(10, 10),ST_Point(190, 190)) -- line
        ));

    -- result --
     GEOMETRYCOLLECTION(
                POLYGON((150 90,149.039264020162 80.2454838991936,146.193976625564 70.8658283817455,..),
                POLYGON(..))
    )

Split a MultiLineString by a Point, where the point lies exactly on both LineStrings elements.

Before Split | After split

    SELECT ST_AsText(ST_Split(
        'MULTILINESTRING((10 10, 190 190), (15 15, 30 30, 100 90))',
        ST_Point(30,30))) As split;

    split
    ------
    GEOMETRYCOLLECTION(
        LINESTRING(10 10,30 30),
        LINESTRING(30 30,190 190),
        LINESTRING(15 15,30 30),
        LINESTRING(30 30,100 90)
    )

Split a LineString by a Point, where the point does not lie exactly on the line. Shows using ST_Snap to snap the line to the point to allow it to be split.

    WITH data AS (SELECT
      'LINESTRING(0 0, 100 100)'::geometry AS line,
      'POINT(51 50)':: geometry AS point
    )
    SELECT ST_AsText( ST_Split( ST_Snap(line, point, 1), point)) AS snapped_split,
           ST_AsText( ST_Split(line, point)) AS not_snapped_not_split
           FROM data;

                                snapped_split                            |            not_snapped_not_split
    ---------------------------------------------------------------------+---------------------------------------------
     GEOMETRYCOLLECTION(LINESTRING(0 0,51 50),LINESTRING(51 50,100 100)) | GEOMETRYCOLLECTION(LINESTRING(0 0,100 100))

### See Also

ST_Snap, ST_Union

ST_Subdivide

Computes a rectilinear subdivision of a geometry.

                    setof geometry ST_Subdivide
                    geometry geom
                    integer max_vertices=256
                    float8 gridSize = -1

### Description

Returns a set of geometries that are the result of dividing `geom` into parts using rectilinear lines, with each part containing no more than `max_vertices`.

`max_vertices` must be 5 or more, as 5 points are needed to represent a closed box. `gridSize` can be specified to have clipping work in fixed-precision space (requires GEOS-3.9.0+).

Point-in-polygon and other spatial operations are normally faster for indexed subdivided datasets. Since the bounding boxes for the parts usually cover a smaller area than the original geometry bbox, index queries produce fewer "hit" cases. The "hit" cases are faster because the spatial operations executed by the index recheck process fewer points.

This is a set-returning function (SRF) that return a set of rows containing single geometry values. It can be used in a SELECT list or a FROM clause to produce a result set with one record for each result geometry.

Performed by the GEOS module.

Availability: 2.2.0

Enhanced: 2.5.0 reuses existing points on polygon split, vertex count is lowered from 8 to 5.

Enhanced: 3.1.0 accept a gridSize parameter.

Requires GEOS >= 3.9.0 to use the gridSize parameter

### Examples

Example: Subdivide a polygon into parts with no more than 10 vertices, and assign each part a unique id.

Subdivided to maximum 10 vertices

    SELECT row_number() OVER() As rn, ST_AsText(geom) As wkt
        FROM (SELECT ST_SubDivide(
            'POLYGON((132 10,119 23,85 35,68 29,66 28,49 42,32 56,22 64,32 110,40 119,36 150,
            57 158,75 171,92 182,114 184,132 186,146 178,176 184,179 162,184 141,190 122,
            190 100,185 79,186 56,186 52,178 34,168 18,147 13,132 10))'::geometry,10))  AS f(geom);

     rn │                                                      wkt
    ────┼────────────────────────────────────────────────────────────────────────────────────────────────────────────────
      1 │ POLYGON((119 23,85 35,68 29,66 28,32 56,22 64,29.8260869565217 100,119 100,119 23))
      2 │ POLYGON((132 10,119 23,119 56,186 56,186 52,178 34,168 18,147 13,132 10))
      3 │ POLYGON((119 56,119 100,190 100,185 79,186 56,119 56))
      4 │ POLYGON((29.8260869565217 100,32 110,40 119,36 150,57 158,75 171,92 182,114 184,114 100,29.8260869565217 100))
      5 │ POLYGON((114 184,132 186,146 178,176 184,179 162,184 141,190 122,190 100,114 100,114 184))

Example: Densify a long geography line using ST_Segmentize(geography, distance), and use ST_Subdivide to split the resulting line into sublines of 8 vertices.

The densified and split lines.

    SELECT ST_AsText( ST_Subdivide(
                ST_Segmentize('LINESTRING(0 0, 85 85)'::geography,
                              1200000)::geometry,    8));

    LINESTRING(0 0,0.487578359029357 5.57659056746196,0.984542144675897 11.1527721155093,1.50101059639722 16.7281035483571,1.94532113630331 21.25)
    LINESTRING(1.94532113630331 21.25,2.04869538062779 22.3020741387339,2.64204641967673 27.8740533545155,3.29994062412787 33.443216802941,4.04836719489742 39.0084282520239,4.59890468420694 42.5)
    LINESTRING(4.59890468420694 42.5,4.92498503922732 44.5680389206321,5.98737409390639 50.1195229244701,7.3290919767674 55.6587646879025,8.79638749938413 60.1969505994924)
    LINESTRING(8.79638749938413 60.1969505994924,9.11375579533779 61.1785363177625,11.6558166691368 66.6648504160202,15.642041247655 72.0867690601745,22.8716627200212 77.3609628116894,24.6991785131552 77.8939011989848)
    LINESTRING(24.6991785131552 77.8939011989848,39.4046096622744 82.1822848017636,44.7994523421035 82.5156766227011)
    LINESTRING(44.7994523421035 82.5156766227011,85 85)

Example: Subdivide the complex geometries of a table in-place. The original geometry records are deleted from the source table, and new records for each subdivided result geometry are inserted.

    WITH complex_areas_to_subdivide AS (
        DELETE from polygons_table
        WHERE ST_NPoints(geom) > 255
        RETURNING id, column1, column2, column3, geom
    )
    INSERT INTO polygons_table (fid, column1, column2, column3, geom)
        SELECT fid, column1, column2, column3,
               ST_Subdivide(geom, 255) as geom
        FROM complex_areas_to_subdivide;

Example: Create a new table containing subdivided geometries, retaining the key of the original geometry so that the new table can be joined to the source table. Since ST_Subdivide is a set-returning (table) function that returns a set of single-value rows, this syntax automatically produces a table with one row for each result part.

    CREATE TABLE subdivided_geoms AS
        SELECT pkey, ST_Subdivide(geom) AS geom
        FROM original_geoms;

### See Also

ST_ClipByBox2D, ST_Segmentize, ST_Split, ST_NPoints

ST_SymDifference

Computes a geometry representing the portions of geometries A and B that do not intersect.

                geometry ST_SymDifference
                geometry  geomA
                geometry  geomB
                float8  gridSize = -1

### Description

Returns a geometry representing the portions of geonetries A and B that do not intersect. This is equivalent to `ST_Union(A,B) - ST_Intersection(A,B)`. It is called a symmetric difference because `ST_SymDifference(A,B) = ST_SymDifference(B,A)`.

If the optional `gridSize` argument is provided, the inputs are snapped to a grid of the given size, and the result vertices are computed on that same grid. (Requires GEOS-3.9.0 or higher)

Performed by the GEOS module

Enhanced: 3.1.0 accept a gridSize parameter.

Requires GEOS >= 3.9.0 to use the gridSize parameter

&sfs_compliant; s2.1.1.3

&sqlmm_compliant; SQL-MM 3: 5.1.21

&Z_support; However, the result is computed using XY only. The result Z values are copied, averaged or interpolated.

### Examples

The original linestrings shown together | The symmetric difference of the two linestrings

    --Safe for 2d - symmetric difference of 2 linestrings
    SELECT ST_AsText(
        ST_SymDifference(
            ST_GeomFromText('LINESTRING(50 100, 50 200)'),
            ST_GeomFromText('LINESTRING(50 50, 50 150)')
        )
    );

    st_astext
    ---------
    MULTILINESTRING((50 150,50 200),(50 50,50 100))

    --When used in 3d doesn't quite do the right thing
    SELECT ST_AsEWKT(ST_SymDifference(ST_GeomFromEWKT('LINESTRING(1 2 1, 1 4 2)'),
        ST_GeomFromEWKT('LINESTRING(1 1 3, 1 3 4)')))

    st_astext
    ------------
    MULTILINESTRING((1 3 2.75,1 4 2),(1 1 3,1 2 2.25))

### See Also

ST_Difference, ST_Intersection, ST_Union

ST_UnaryUnion

Computes the union of the components of a single geometry.

                geometry ST_UnaryUnion
                geometry  geom
                float8  gridSize = -1

### Description

A single-input variant of ST_Union. The input may be a single geometry, a MultiGeometry, or a GeometryCollection. The union is applied to the individual elements of the input.

This function can be used to fix MultiPolygons which are invalid due to overlapping components. However, the input components must each be valid. An invalid input component such as a bow-tie polygon may cause an error. For this reason it may be better to use ST_MakeValid.

Another use of this function is to node and dissolve a collection of linestrings which cross or overlap to make them simple. (ST_Node also does this, but it does not provide the `gridSize` option.)

It is possible to combine ST_UnaryUnion with ST_Collect to fine-tune how many geometries are be unioned at once. This allows trading off between memory usage and compute time, striking a balance between ST_Union and ST_MemUnion.

If the optional `gridSize` argument is provided, the inputs are snapped to a grid of the given size, and the result vertices are computed on that same grid. (Requires GEOS-3.9.0 or higher)

&Z_support; However, the result is computed using XY only. The result Z values are copied, averaged or interpolated.

Enhanced: 3.1.0 accept a gridSize parameter.

Requires GEOS >= 3.9.0 to use the gridSize parameter

Availability: 2.0.0

### See Also

ST_Union, ST_MemUnion, ST_MakeValid, ST_Collect, ST_Node

ST_Union

Computes a geometry representing the point-set union of the input geometries.

            geometry ST_Union
            geometry g1
            geometry g2

            geometry ST_Union
            geometry g1
            geometry g2
            float8 gridSize

            geometry ST_Union
            geometry[] g1_array

            geometry ST_Union
            geometry set g1field

            geometry ST_Union
            geometry set g1field
            float8 gridSize

### Description

Unions the input geometries, merging geometry to produce a result geometry with no overlaps. The output may be an atomic geometry, a MultiGeometry, or a Geometry Collection. Comes in several variants:

Two-input variant: returns a geometry that is the union of two input geometries. If either input is NULL, then NULL is returned.

Array variant: returns a geometry that is the union of an array of geometries.

Aggregate variant: returns a geometry that is the union of a rowset of geometries. The ST_Union() function is an "aggregate" function in the terminology of PostgreSQL. That means that it operates on rows of data, in the same way the SUM() and AVG() functions do and like most aggregates, it also ignores NULL geometries.

See ST_UnaryUnion for a non-aggregate, single-input variant.

The ST_Union array and set variants use the fast Cascaded Union algorithm described in http://blog.cleverelephant.ca/2009/01/must-faster-unions-in-postgis-14.html

A `gridSize` can be specified to work in fixed-precision space. The inputs are snapped to a grid of the given size, and the result vertices are computed on that same grid. (Requires GEOS-3.9.0 or higher)

ST_Collect may sometimes be used in place of ST_Union, if the result is not required to be non-overlapping. ST_Collect is usually faster than ST_Union because it performs no processing on the collected geometries.

Performed by the GEOS module.

ST_Union creates MultiLineString and does not sew LineStrings into a single LineString. Use ST_LineMerge to sew LineStrings.

NOTE: this function was formerly called GeomUnion(), which was renamed from "Union" because UNION is an SQL reserved word.

Enhanced: 3.1.0 accept a gridSize parameter.

Requires GEOS >= 3.9.0 to use the gridSize parameter

Changed: 3.0.0 does not depend on SFCGAL.

Availability: 1.4.0 - ST_Union was enhanced. ST_Union(geomarray) was introduced and also faster aggregate collection in PostgreSQL.

&sfs_compliant; s2.1.1.3

Aggregate version is not explicitly defined in OGC SPEC.

&sqlmm_compliant; SQL-MM 3: 5.1.19 the z-index (elevation) when polygons are involved.

&Z_support; However, the result is computed using XY only. The result Z values are copied, averaged or interpolated.

### Examples

Aggregate example

    SELECT id,
           ST_Union(geom) as singlegeom
    FROM sometable f
    GROUP BY id;

Non-Aggregate example

    select ST_AsText(ST_Union('POINT(1 2)' :: geometry, 'POINT(-2 3)' :: geometry))

    st_astext
    ----------
    MULTIPOINT(-2 3,1 2)

    select ST_AsText(ST_Union('POINT(1 2)' :: geometry, 'POINT(1 2)' :: geometry))

    st_astext
    ----------
    POINT(1 2)

3D example - sort of supports 3D (and with mixed dimensions!)

    select ST_AsEWKT(ST_Union(geom))
    from (
             select 'POLYGON((-7 4.2,-7.1 4.2,-7.1 4.3, -7 4.2))'::geometry geom
             union all
             select 'POINT(5 5 5)'::geometry geom
             union all
             select 'POINT(-2 3 1)'::geometry geom
             union all
             select 'LINESTRING(5 5 5, 10 10 10)'::geometry geom
         ) as foo;

    st_asewkt
    ---------
    GEOMETRYCOLLECTION(POINT(-2 3 1),LINESTRING(5 5 5,10 10 10),POLYGON((-7 4.2 5,-7.1 4.2 5,-7.1 4.3 5,-7 4.2 5)));

3d example not mixing dimensions

    select ST_AsEWKT(ST_Union(geom))
    from (
             select 'POLYGON((-7 4.2 2,-7.1 4.2 3,-7.1 4.3 2, -7 4.2 2))'::geometry geom
             union all
             select 'POINT(5 5 5)'::geometry geom
             union all
             select 'POINT(-2 3 1)'::geometry geom
             union all
             select 'LINESTRING(5 5 5, 10 10 10)'::geometry geom
         ) as foo;

    st_asewkt
    ---------
    GEOMETRYCOLLECTION(POINT(-2 3 1),LINESTRING(5 5 5,10 10 10),POLYGON((-7 4.2 2,-7.1 4.2 3,-7.1 4.3 2,-7 4.2 2)))

    --Examples using new Array construct
    SELECT ST_Union(ARRAY(SELECT geom FROM sometable));

    SELECT ST_AsText(ST_Union(ARRAY[ST_GeomFromText('LINESTRING(1 2, 3 4)'),
                ST_GeomFromText('LINESTRING(3 4, 4 5)')])) As wktunion;

    --wktunion---
    MULTILINESTRING((3 4,4 5),(1 2,3 4))

### See Also

ST_Collect, ST_UnaryUnion, ST_MemUnion, ST_Intersection, ST_Difference, ST_SymDifference