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Extensions | Spatial | Scalar Functions | Description | Returns the geometry as a HEXWKB string | 9 | [
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] |
Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT ST_AsHexWKB('POLYGON((0 0, 0 1, 1 1, 1 0, 0 0))'::GEOMETRY);
----
01030000000100000005000000000000000000000000000...
```
----
#### ST_AsSVG {#docs:extensions:spatial:functions::st_assvg} | 83 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
VARCHAR ST_AsSVG (col0 GEOMETRY, col1 BOOLEAN, col2 INTEGER)
``` | 22 | [
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Extensions | Spatial | Scalar Functions | Description | Convert the geometry into a SVG fragment or path
Convert the geometry into a SVG fragment or path
The SVG fragment is returned as a string. The fragment is a path element that can be used in an SVG document.
The second Boolean argument specifies whether the path should be relative or absolute.
The third argument specifies the maximum number of digits to use for the coordinates.
Points are formatted as cx/cy using absolute coordinates or x/y using relative coordinates. | 91 | [
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Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT ST_AsSVG('POLYGON((0 0, 0 1, 1 1, 1 0, 0 0))'::GEOMETRY, false, 15);
----
M 0 0 L 0 -1 1 -1 1 0 Z
```
----
#### ST_AsText {#docs:extensions:spatial:functions::st_astext} | 89 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
VARCHAR ST_AsText (col0 POINT_2D)
VARCHAR ST_AsText (col0 LINESTRING_2D)
VARCHAR ST_AsText (col0 POLYGON_2D)
VARCHAR ST_AsText (col0 BOX_2D)
VARCHAR ST_AsText (col0 GEOMETRY)
``` | 64 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the geometry as a WKT string | 8 | [
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Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT ST_AsText(ST_MakeEnvelope(0,0,1,1));
----
POLYGON ((0 0, 0 1, 1 1, 1 0, 0 0))
```
----
#### ST_AsWKB {#docs:extensions:spatial:functions::st_aswkb} | 73 | [
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Extensions | Spatial | Scalar Functions | Signature | ```sql
WKB_BLOB ST_AsWKB (col0 GEOMETRY)
``` | 18 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the geometry as a WKB blob | 8 | [
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] |
Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT ST_AsWKB('POLYGON((0 0, 0 1, 1 1, 1 0, 0 0))'::GEOMETRY)::BLOB;
----
\x01\x03\x00\x00\x00\x01\x00\x00\x00\x05...
```
----
#### ST_Boundary {#docs:extensions:spatial:functions::st_boundary} | 88 | [
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Extensions | Spatial | Scalar Functions | Signature | ```sql
GEOMETRY ST_Boundary (col0 GEOMETRY)
``` | 15 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the "boundary" of a geometry
----
#### ST_Buffer {#docs:extensions:spatial:functions::st_buffer} | 28 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
GEOMETRY ST_Buffer (geom GEOMETRY, distance DOUBLE)
GEOMETRY ST_Buffer (geom GEOMETRY, distance DOUBLE, num_triangles INTEGER)
GEOMETRY ST_Buffer (geom GEOMETRY, distance DOUBLE, num_triangles INTEGER, join_style VARCHAR, cap_style VARCHAR, mitre_limit DOUBLE)
``` | 63 | [
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Extensions | Spatial | Scalar Functions | Description | Returns a buffer around the input geometry at the target distance
`geom` is the input geometry.
`distance` is the target distance for the buffer, using the same units as the input geometry.
`num_triangles` represents how many triangles that will be produced to approximate a quarter circle. The larger the number, the smoother the resulting geometry. The default value is 8.
`join_style` must be one of "JOIN_ROUND", "JOIN_MITRE", "JOIN_BEVEL". This parameter is case-insensitive.
`cap_style` must be one of "CAP_ROUND", "CAP_FLAT", "CAP_SQUARE". This parameter is case-insensitive.
`mitre_limit` only applies when `join_style` is "JOIN_MITRE". It is the ratio of the distance from the corner to the mitre point to the corner radius. The default value is 1.0.
This is a planar operation and will not take into account the curvature of the earth.
----
#### ST_Centroid {#docs:extensions:spatial:functions::st_centroid} | 231 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
POINT_2D ST_Centroid (col0 POINT_2D)
POINT_2D ST_Centroid (col0 LINESTRING_2D)
POINT_2D ST_Centroid (col0 POLYGON_2D)
POINT_2D ST_Centroid (col0 BOX_2D)
POINT_2D ST_Centroid (col0 BOX_2DF)
GEOMETRY ST_Centroid (col0 GEOMETRY)
``` | 98 | [
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Extensions | Spatial | Scalar Functions | Description | Calculates the centroid of a geometry | 7 | [
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Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT st_centroid('POLYGON((0 0, 0 1, 1 1, 1 0, 0 0))'::GEOMETRY);
----
POINT(0.5 0.5)
```
----
#### ST_Collect {#docs:extensions:spatial:functions::st_collect} | 73 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
GEOMETRY ST_Collect (col0 GEOMETRY[])
``` | 15 | [
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Extensions | Spatial | Scalar Functions | Description | Collects a list of geometries into a collection geometry.
* If all geometries are `POINT`'s, a `MULTIPOINT` is returned.
* If all geometries are `LINESTRING`'s, a `MULTILINESTRING` is returned.
* If all geometries are `POLYGON`'s, a `MULTIPOLYGON` is returned.
* Otherwise if the input collection contains a mix of geometry types, a `GEOMETRYCOLLECTION` is returned.
Empty and `NULL` geometries are ignored. If all geometries are empty or `NULL`, a `GEOMETRYCOLLECTION EMPTY` is returned. | 134 | [
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Extensions | Spatial | Scalar Functions | Example | ```sql
-- With all POINT's, a MULTIPOINT is returned
SELECT ST_Collect([ST_Point(1, 2), ST_Point(3, 4)]);
----
MULTIPOINT (1 2, 3 4)
-- With mixed geometry types, a GEOMETRYCOLLECTION is returned
SELECT ST_Collect([ST_Point(1, 2), ST_GeomFromText('LINESTRING(3 4, 5 6)')]);
----
GEOMETRYCOLLECTION (POINT (1 2), LINESTRING (3 4, 5 6))
-- Note that the empty geometry is ignored, so the result is a MULTIPOINT
SELECT ST_Collect([ST_Point(1, 2), NULL, ST_GeomFromText('GEOMETRYCOLLECTION EMPTY')]);
----
MULTIPOINT (1 2)
-- If all geometries are empty or NULL, a GEOMETRYCOLLECTION EMPTY is returned
SELECT ST_Collect([NULL, ST_GeomFromText('GEOMETRYCOLLECTION EMPTY')]);
----
GEOMETRYCOLLECTION EMPTY
-- Tip: You can use the `ST_Collect` function together with the `list()` aggregate function to collect multiple rows of geometries into a single geometry collection:
CREATE TABLE points (geom GEOMETRY);
INSERT INTO points VALUES (ST_Point(1, 2)), (ST_Point(3, 4));
SELECT ST_Collect(list(geom)) FROM points;
----
MULTIPOINT (1 2, 3 4)
```
----
#### ST_CollectionExtract {#docs:extensions:spatial:functions::st_collectionextract} | 337 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
GEOMETRY ST_CollectionExtract (geom GEOMETRY)
GEOMETRY ST_CollectionExtract (geom GEOMETRY, type INTEGER)
``` | 29 | [
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Extensions | Spatial | Scalar Functions | Description | Extracts geometries from a GeometryCollection into a typed multi geometry.
If the input geometry is a GeometryCollection, the function will return a multi geometry, determined by the `type` parameter.
* if `type` = 1, returns a MultiPoint containg all the Points in the collection
* if `type` = 2, returns a MultiLineString containg all the LineStrings in the collection
* if `type` = 3, returns a MultiPolygon containg all the Polygons in the collection
If no `type` parameters is provided, the function will return a multi geometry matching the highest "surface dimension"
of the contained geometries. E.g., if the collection contains only Points, a MultiPoint will be returned. But if the
collection contains both Points and LineStrings, a MultiLineString will be returned. Similarly, if the collection
contains Polygons, a MultiPolygon will be returned. Contained geometries of a lower surface dimension will be ignored.
If the input geometry contains nested GeometryCollections, their geometries will be extracted recursively and included
into the final multi geometry as well.
If the input geometry is not a GeometryCollection, the function will return the input geometry as is. | 254 | [
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Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT st_collectionextract('MULTIPOINT(1 2,3 4)'::GEOMETRY, 1);
-- MULTIPOINT (1 2, 3 4)
```
----
#### ST_Contains {#docs:extensions:spatial:functions::st_contains} | 62 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
BOOLEAN ST_Contains (col0 POLYGON_2D, col1 POINT_2D)
BOOLEAN ST_Contains (col0 GEOMETRY, col1 GEOMETRY)
``` | 39 | [
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Extensions | Spatial | Scalar Functions | Description | Returns true if geom1 contains geom2. | 9 | [
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] |
Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT st_contains('POLYGON((0 0, 0 1, 1 1, 1 0, 0 0))'::GEOMETRY, 'POINT(0.5 0.5)'::GEOMETRY);
----
true
```
----
#### ST_ContainsProperly {#docs:extensions:spatial:functions::st_containsproperly} | 84 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
BOOLEAN ST_ContainsProperly (col0 GEOMETRY, col1 GEOMETRY)
``` | 22 | [
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Extensions | Spatial | Scalar Functions | Description | Returns true if geom1 "properly contains" geom2
----
#### ST_ConvexHull {#docs:extensions:spatial:functions::st_convexhull} | 39 | [
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Extensions | Spatial | Scalar Functions | Signature | ```sql
GEOMETRY ST_ConvexHull (col0 GEOMETRY)
``` | 18 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the convex hull enclosing the geometry
----
#### ST_CoveredBy {#docs:extensions:spatial:functions::st_coveredby} | 31 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
BOOLEAN ST_CoveredBy (col0 GEOMETRY, col1 GEOMETRY)
``` | 20 | [
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] |
Extensions | Spatial | Scalar Functions | Description | Returns true if geom1 is "covered" by geom2
----
#### ST_Covers {#docs:extensions:spatial:functions::st_covers} | 34 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
BOOLEAN ST_Covers (col0 GEOMETRY, col1 GEOMETRY)
``` | 19 | [
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Extensions | Spatial | Scalar Functions | Description | Returns if geom1 "covers" geom2
----
#### ST_Crosses {#docs:extensions:spatial:functions::st_crosses} | 32 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
BOOLEAN ST_Crosses (col0 GEOMETRY, col1 GEOMETRY)
``` | 20 | [
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Extensions | Spatial | Scalar Functions | Description | Returns true if geom1 "crosses" geom2
----
#### ST_DWithin {#docs:extensions:spatial:functions::st_dwithin} | 33 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
BOOLEAN ST_DWithin (col0 GEOMETRY, col1 GEOMETRY, col2 DOUBLE)
``` | 23 | [
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Extensions | Spatial | Scalar Functions | Description | Returns if two geometries are within a target distance of each-other
----
#### ST_DWithin_Spheroid {#docs:extensions:spatial:functions::st_dwithin_spheroid} | 41 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
DOUBLE ST_DWithin_Spheroid (col0 POINT_2D, col1 POINT_2D, col2 DOUBLE)
``` | 30 | [
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Extensions | Spatial | Scalar Functions | Description | Returns if two POINT_2D's are within a target distance in meters, using an ellipsoidal model of the earths surface.
The input geometry is assumed to be in the [EPSG:4326](https://en.wikipedia.org/wiki/World_Geodetic_System) coordinate system (WGS84), with [latitude, longitude] axis order and the distance is returned in meters. This function uses the [GeographicLib](https://geographiclib.sourceforge.io/) library to solve the [inverse geodesic problem](https://en.wikipedia.org/wiki/Geodesics_on_an_ellipsoid#Solution_of_the_direct_and_inverse_problems), calculating the distance between two points using an ellipsoidal model of the earth. This is a highly accurate method for calculating the distance between two arbitrary points taking the curvature of the earths surface into account, but is also the slowest.
----
#### ST_Difference {#docs:extensions:spatial:functions::st_difference} | 204 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
GEOMETRY ST_Difference (col0 GEOMETRY, col1 GEOMETRY)
``` | 20 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the "difference" between two geometries
----
#### ST_Dimension {#docs:extensions:spatial:functions::st_dimension} | 30 | [
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Extensions | Spatial | Scalar Functions | Signature | ```sql
INTEGER ST_Dimension (col0 GEOMETRY)
``` | 14 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the dimension of a geometry. | 7 | [
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Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT st_dimension('POLYGON((0 0, 0 1, 1 1, 1 0, 0 0))'::GEOMETRY);
----
2
```
----
#### ST_Disjoint {#docs:extensions:spatial:functions::st_disjoint} | 65 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
BOOLEAN ST_Disjoint (col0 GEOMETRY, col1 GEOMETRY)
``` | 19 | [
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] |
Extensions | Spatial | Scalar Functions | Description | Returns if two geometries are disjoint
----
#### ST_Distance {#docs:extensions:spatial:functions::st_distance} | 28 | [
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] |
Extensions | Spatial | Scalar Functions | Signatures | ```sql
DOUBLE ST_Distance (col0 POINT_2D, col1 POINT_2D)
DOUBLE ST_Distance (col0 POINT_2D, col1 LINESTRING_2D)
DOUBLE ST_Distance (col0 LINESTRING_2D, col1 POINT_2D)
DOUBLE ST_Distance (col0 GEOMETRY, col1 GEOMETRY)
``` | 78 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the distance between two geometries. | 8 | [
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Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT st_distance('POINT(0 0)'::GEOMETRY, 'POINT(1 1)'::GEOMETRY);
----
1.4142135623731
```
----
#### ST_Distance_Sphere {#docs:extensions:spatial:functions::st_distance_sphere} | 62 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
DOUBLE ST_Distance_Sphere (col0 POINT_2D, col1 POINT_2D)
DOUBLE ST_Distance_Sphere (col0 GEOMETRY, col1 GEOMETRY)
``` | 42 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the haversine distance between two geometries.
* Only supports POINT geometries.
* Returns the distance in meters.
* The input is expected to be in WGS84 (EPSG:4326) coordinates, using a [latitude, longitude] axis order.
----
#### ST_Distance_Spheroid {#docs:extensions:spatial:functions::st_distance_spheroid} | 83 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
DOUBLE ST_Distance_Spheroid (col0 POINT_2D, col1 POINT_2D)
``` | 26 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the distance between two geometries in meters using a ellipsoidal model of the earths surface
The input geometry is assumed to be in the [EPSG:4326](https://en.wikipedia.org/wiki/World_Geodetic_System) coordinate system (WGS84), with [latitude, longitude] axis order and the distance limit is expected to be in meters. This function uses the [GeographicLib](https://geographiclib.sourceforge.io/) library to solve the [inverse geodesic problem](https://en.wikipedia.org/wiki/Geodesics_on_an_ellipsoid#Solution_of_the_direct_and_inverse_problems), calculating the distance between two points using an ellipsoidal model of the earth. This is a highly accurate method for calculating the distance between two arbitrary points taking the curvature of the earths surface into account, but is also the slowest. | 178 | [
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Extensions | Spatial | Scalar Functions | Example | ```sql
-- Note: the coordinates are in WGS84 and [latitude, longitude] axis order
-- Whats the distance between New York and Amsterdam (JFK and AMS airport)?
SELECT st_distance_spheroid(
st_point(40.6446, 73.7797),
st_point(52.3130, 4.7725)
);
----
5243187.666873225
-- Roughly 5243km!
```
----
#### ST_Dump {#docs:extensions:spatial:functions::st_dump} | 113 | [
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Extensions | Spatial | Scalar Functions | Signature | ```sql
STRUCT(geom GEOMETRY, path INTEGER[])[] ST_Dump (col0 GEOMETRY)
``` | 23 | [
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Extensions | Spatial | Scalar Functions | Description | Dumps a geometry into a list of sub-geometries and their "path" in the original geometry. | 23 | [
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] |
Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT st_dump('MULTIPOINT(1 2,3 4)'::GEOMETRY);
----
[{'geom': 'POINT(1 2)', 'path': [0]}, {'geom': 'POINT(3 4)', 'path': [1]}]
```
----
#### ST_EndPoint {#docs:extensions:spatial:functions::st_endpoint} | 80 | [
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] |
Extensions | Spatial | Scalar Functions | Signatures | ```sql
GEOMETRY ST_EndPoint (col0 GEOMETRY)
POINT_2D ST_EndPoint (col0 LINESTRING_2D)
``` | 31 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the last point of a line. | 8 | [
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] |
Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT ST_EndPoint('LINESTRING(0 0, 1 1)'::GEOMETRY);
-- POINT(1 1)
```
----
#### ST_Envelope {#docs:extensions:spatial:functions::st_envelope} | 54 | [
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Extensions | Spatial | Scalar Functions | Signature | ```sql
GEOMETRY ST_Envelope (col0 GEOMETRY)
``` | 15 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the minimum bounding box for the input geometry as a polygon geometry.
----
#### ST_Equals {#docs:extensions:spatial:functions::st_equals} | 34 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
BOOLEAN ST_Equals (col0 GEOMETRY, col1 GEOMETRY)
``` | 18 | [
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] |
Extensions | Spatial | Scalar Functions | Description | Compares two geometries for equality
----
#### ST_Extent {#docs:extensions:spatial:functions::st_extent} | 28 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
BOX_2D ST_Extent (col0 GEOMETRY)
BOX_2D ST_Extent (col0 WKB_BLOB)
``` | 32 | [
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Extensions | Spatial | Scalar Functions | Description | Returns the minimal bounding box enclosing the input geometry
----
#### ST_ExteriorRing {#docs:extensions:spatial:functions::st_exteriorring} | 33 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
LINESTRING_2D ST_ExteriorRing (col0 POLYGON_2D)
GEOMETRY ST_ExteriorRing (col0 GEOMETRY)
``` | 34 | [
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] |
Extensions | Spatial | Scalar Functions | Description | Returns the exterior ring (shell) of a polygon geometry.
----
#### ST_FlipCoordinates {#docs:extensions:spatial:functions::st_flipcoordinates} | 35 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
POINT_2D ST_FlipCoordinates (col0 POINT_2D)
LINESTRING_2D ST_FlipCoordinates (col0 LINESTRING_2D)
POLYGON_2D ST_FlipCoordinates (col0 POLYGON_2D)
BOX_2D ST_FlipCoordinates (col0 BOX_2D)
GEOMETRY ST_FlipCoordinates (col0 GEOMETRY)
``` | 84 | [
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] |
Extensions | Spatial | Scalar Functions | Description | Returns a new geometry with the coordinates of the input geometry "flipped" so that x = y and y = x.
----
#### ST_Force2D {#docs:extensions:spatial:functions::st_force2d} | 50 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
GEOMETRY ST_Force2D (col0 GEOMETRY)
``` | 17 | [
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Extensions | Spatial | Scalar Functions | Description | Forces the vertices of a geometry to have X and Y components
This function will drop any Z and M values from the input geometry, if present. If the input geometry is already 2D, it will be returned as is.
----
#### ST_Force3DM {#docs:extensions:spatial:functions::st_force3dm} | 73 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
GEOMETRY ST_Force3DM (col0 GEOMETRY, col1 DOUBLE)
``` | 21 | [
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Extensions | Spatial | Scalar Functions | Description | Forces the vertices of a geometry to have X, Y and M components
The following cases apply:
* If the input geometry has a Z component but no M component, the Z component will be replaced with the new M value.
* If the input geometry has a M component but no Z component, it will be returned as is.
* If the input geometry has both a Z component and a M component, the Z component will be removed.
* Otherwise, if the input geometry has neither a Z or M component, the new M value will be added to the vertices of the input geometry.
----
#### ST_Force3DZ {#docs:extensions:spatial:functions::st_force3dz} | 147 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
GEOMETRY ST_Force3DZ (col0 GEOMETRY, col1 DOUBLE)
``` | 22 | [
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Extensions | Spatial | Scalar Functions | Description | Forces the vertices of a geometry to have X, Y and Z components
The following cases apply:
* If the input geometry has a M component but no Z component, the M component will be replaced with the new Z value.
* If the input geometry has a Z component but no M component, it will be returned as is.
* If the input geometry has both a Z component and a M component, the M component will be removed.
* Otherwise, if the input geometry has neither a Z or M component, the new Z value will be added to the vertices of the input geometry.
----
#### ST_Force4D {#docs:extensions:spatial:functions::st_force4d} | 146 | [
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] |
Extensions | Spatial | Scalar Functions | Signature | ```sql
GEOMETRY ST_Force4D (col0 GEOMETRY, col1 DOUBLE, col2 DOUBLE)
``` | 25 | [
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Extensions | Spatial | Scalar Functions | Description | Forces the vertices of a geometry to have X, Y, Z and M components
The following cases apply:
* If the input geometry has a Z component but no M component, the new M value will be added to the vertices of the input geometry.
* If the input geometry has a M component but no Z component, the new Z value will be added to the vertices of the input geometry.
* If the input geometry has both a Z component and a M component, the geometry will be returned as is.
* Otherwise, if the input geometry has neither a Z or M component, the new Z and M values will be added to the vertices of the input geometry.
----
#### ST_GeomFromGeoJSON {#docs:extensions:spatial:functions::st_geomfromgeojson} | 165 | [
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] |
Extensions | Spatial | Scalar Functions | Signatures | ```sql
GEOMETRY ST_GeomFromGeoJSON (col0 VARCHAR)
GEOMETRY ST_GeomFromGeoJSON (col0 JSON)
``` | 32 | [
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Extensions | Spatial | Scalar Functions | Example | ```sql
SELECT ST_GeomFromGeoJSON('{"type":"Point","coordinates":[1.0,2.0]}');
----
POINT (1 2)
```
----
#### ST_GeomFromHEXEWKB {#docs:extensions:spatial:functions::st_geomfromhexewkb} | 67 | [
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Extensions | Spatial | Scalar Functions | Signature | ```sql
GEOMETRY ST_GeomFromHEXEWKB (col0 VARCHAR)
``` | 20 | [
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] |
Extensions | Spatial | Scalar Functions | Description | Deserialize a GEOMETRY from a HEXEWKB encoded string
----
#### ST_GeomFromHEXWKB {#docs:extensions:spatial:functions::st_geomfromhexwkb} | 42 | [
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Extensions | Spatial | Scalar Functions | Signature | ```sql
GEOMETRY ST_GeomFromHEXWKB (col0 VARCHAR)
``` | 20 | [
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Extensions | Spatial | Scalar Functions | Description | Creates a GEOMETRY from a HEXWKB string
----
#### ST_GeomFromText {#docs:extensions:spatial:functions::st_geomfromtext} | 36 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
GEOMETRY ST_GeomFromText (col0 VARCHAR)
GEOMETRY ST_GeomFromText (col0 VARCHAR, col1 BOOLEAN)
``` | 34 | [
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Extensions | Spatial | Scalar Functions | Description | Deserializes a GEOMETRY from a WKT string, optionally ignoring invalid geometries
----
#### ST_GeomFromWKB {#docs:extensions:spatial:functions::st_geomfromwkb} | 45 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
GEOMETRY ST_GeomFromWKB (col0 WKB_BLOB)
GEOMETRY ST_GeomFromWKB (col0 BLOB)
``` | 36 | [
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Extensions | Spatial | Scalar Functions | Description | Deserializes a GEOMETRY from a WKB encoded blob
----
#### ST_GeometryType {#docs:extensions:spatial:functions::st_geometrytype} | 36 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
ANY ST_GeometryType (col0 POINT_2D)
ANY ST_GeometryType (col0 LINESTRING_2D)
ANY ST_GeometryType (col0 POLYGON_2D)
ANY ST_GeometryType (col0 GEOMETRY)
ANY ST_GeometryType (col0 WKB_BLOB)
``` | 74 | [
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] |
Extensions | Spatial | Scalar Functions | Description | Returns a 'GEOMETRY_TYPE' enum identifying the input geometry type.
----
#### ST_HasM {#docs:extensions:spatial:functions::st_hasm} | 37 | [
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] |
Extensions | Spatial | Scalar Functions | Signatures | ```sql
BOOLEAN ST_HasM (col0 GEOMETRY)
BOOLEAN ST_HasM (col0 WKB_BLOB)
``` | 28 | [
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Extensions | Spatial | Scalar Functions | Description | Check if the input geometry has M values. | 9 | [
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Extensions | Spatial | Scalar Functions | Example | ```sql
-- HasM for a 2D geometry
SELECT ST_HasM(ST_GeomFromText('POINT(1 1)'));
----
false
-- HasM for a 3DZ geometry
SELECT ST_HasM(ST_GeomFromText('POINT Z(1 1 1)'));
----
false
-- HasM for a 3DM geometry
SELECT ST_HasM(ST_GeomFromText('POINT M(1 1 1)'));
----
true
-- HasM for a 4D geometry
SELECT ST_HasM(ST_GeomFromText('POINT ZM(1 1 1 1)'));
----
true
```
----
#### ST_HasZ {#docs:extensions:spatial:functions::st_hasz} | 168 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
BOOLEAN ST_HasZ (col0 GEOMETRY)
BOOLEAN ST_HasZ (col0 WKB_BLOB)
``` | 28 | [
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Extensions | Spatial | Scalar Functions | Description | Check if the input geometry has Z values. | 9 | [
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] |
Extensions | Spatial | Scalar Functions | Example | ```sql
-- HasZ for a 2D geometry
SELECT ST_HasZ(ST_GeomFromText('POINT(1 1)'));
----
false
-- HasZ for a 3DZ geometry
SELECT ST_HasZ(ST_GeomFromText('POINT Z(1 1 1)'));
----
true
-- HasZ for a 3DM geometry
SELECT ST_HasZ(ST_GeomFromText('POINT M(1 1 1)'));
----
false
-- HasZ for a 4D geometry
SELECT ST_HasZ(ST_GeomFromText('POINT ZM(1 1 1 1)'));
----
true
```
----
#### ST_Hilbert {#docs:extensions:spatial:functions::st_hilbert} | 169 | [
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Extensions | Spatial | Scalar Functions | Signatures | ```sql
UINTEGER ST_Hilbert (col0 DOUBLE, col1 DOUBLE, col2 BOX_2D)
UINTEGER ST_Hilbert (col0 GEOMETRY, col1 BOX_2D)
UINTEGER ST_Hilbert (col0 BOX_2D, col1 BOX_2D)
UINTEGER ST_Hilbert (col0 BOX_2DF, col1 BOX_2DF)
UINTEGER ST_Hilbert (col0 GEOMETRY)
``` | 99 | [
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Subsets and Splits