GeoExpr

polars_st.GeoExpr #

Bases: Expr

GeoExpr is used as an alias for polars.Expr with type annotations added for the st namespace.

st `property` #

st: GeoExprNameSpace

polars_st.GeoExprNameSpace #

polars_st.GeoExprNameSpace.geometry_type #

geometry_type() -> Expr

Return the type of each geometry.

Examples:

>>> gdf = st.GeoDataFrame([
...     "POINT(0 0)",
...     "LINESTRING(0 0, 1 2)",
...     "POLYGON((0 0, 1 1, 1 0, 0 0))"
... ])
>>> gdf.select(st.geom().st.geometry_type())
shape: (3, 1)
┌────────────┐
│ geometry   │
│ ---        │
│ enum       │
╞════════════╡
│ Point      │
│ LineString │
│ Polygon    │
└────────────┘

polars_st.GeoExprNameSpace.dimensions #

dimensions() -> Expr

Return the inherent dimensionality of each geometry.

The inherent dimension is 0 for points, 1 for linestrings and linearrings, and 2 for polygons. For geometrycollections it is the max of the containing elements.

Examples:

>>> gdf = st.GeoDataFrame([
...     "POINT(0 0)",
...     "LINESTRING(0 0, 1 2)",
...     "POLYGON((0 0, 1 1, 1 0, 0 0))"
... ])
>>> gdf.select(st.geom().st.dimensions())
shape: (3, 1)
┌──────────┐
│ geometry │
│ ---      │
│ i32      │
╞══════════╡
│ 0        │
│ 1        │
│ 2        │
└──────────┘

polars_st.GeoExprNameSpace.coordinate_dimension #

coordinate_dimension() -> Expr

Return the coordinate dimension (2, 3 or 4) of each geometry.

polars_st.GeoExprNameSpace.area #

area() -> Expr

Return the area of each geometry.

polars_st.GeoExprNameSpace.bounds #

bounds() -> Expr

Return the bounds of each geometry.

polars_st.GeoExprNameSpace.length #

length() -> Expr

Return the length of each geometry.

polars_st.GeoExprNameSpace.minimum_clearance #

minimum_clearance() -> Expr

Return the geometry minimum clearance.

polars_st.GeoExprNameSpace.x #

x() -> Expr

Return the x value of Point geometries.

polars_st.GeoExprNameSpace.y #

y() -> Expr

Return the y value of Point geometries.

polars_st.GeoExprNameSpace.z #

z() -> Expr

Return the z value of Point geometries.

polars_st.GeoExprNameSpace.m #

m() -> Expr

Return the m value of Point geometries.

polars_st.GeoExprNameSpace.count_coordinates #

count_coordinates() -> Expr

Return the number of coordinates in each geometry.

polars_st.GeoExprNameSpace.coordinates #

coordinates(output_dimension: Literal[2, 3] | None = None) -> Expr

Return the coordinates of each geometry.

polars_st.GeoExprNameSpace.exterior_ring #

exterior_ring() -> GeoExpr

Return the exterior ring of Polygon geometries.

polars_st.GeoExprNameSpace.interior_rings #

interior_rings() -> Expr

Return the list of interior rings for Polygon geometries.

polars_st.GeoExprNameSpace.count_interior_rings #

count_interior_rings() -> Expr

Return the number of interior rings in Polygon geometries.

polars_st.GeoExprNameSpace.get_interior_ring #

get_interior_ring(index: IntoIntegerExpr) -> GeoExpr

Return the nth ring of Polygon geometries.

polars_st.GeoExprNameSpace.count_geometries #

count_geometries() -> Expr

Return the number of parts in multipart geometries.

polars_st.GeoExprNameSpace.get_geometry #

get_geometry(index: IntoIntegerExpr) -> GeoExpr

Return the nth part of multipart geometries.

polars_st.GeoExprNameSpace.count_points #

count_points() -> Expr

Return the number of points in LineString geometries.

polars_st.GeoExprNameSpace.get_point #

get_point(index: IntoIntegerExpr) -> GeoExpr

Return the nth point of LineString geometries.

polars_st.GeoExprNameSpace.parts #

parts() -> Expr

Return the list of parts for multipart geometries.

polars_st.GeoExprNameSpace.precision #

precision() -> Expr

Return the precision of each geometry.

polars_st.GeoExprNameSpace.set_precision #

set_precision(
    grid_size: IntoNumericExpr,
    mode: Literal["valid_output", "no_topo", "keep_collapsed"] = "valid_output",
) -> GeoExpr

Set the precision of each geometry to a certain grid size.

polars_st.GeoExprNameSpace.distance #

distance(other: IntoGeoExprColumn) -> Expr

Return the distance from each geometry to other.

polars_st.GeoExprNameSpace.hausdorff_distance #

hausdorff_distance(
    other: IntoGeoExprColumn, densify: float | None = None
) -> Expr

Return the hausdorff distance from each geometry to other.

polars_st.GeoExprNameSpace.frechet_distance #

frechet_distance(
    other: IntoGeoExprColumn, densify: float | None = None
) -> Expr

Return the frechet distance from each geometry to other.

polars_st.GeoExprNameSpace.srid #

srid() -> Expr

Return the geometry SRID.

polars_st.GeoExprNameSpace.set_srid #

set_srid(srid: IntoIntegerExpr) -> GeoExpr

Set the SRID of each geometry to a given value.

Parameters:

srid (IntoIntegerExpr) –

The geometry new SRID

polars_st.GeoExprNameSpace.to_srid #

to_srid(srid: IntoIntegerExpr) -> GeoExpr

Transform the coordinates of each geometry into a new CRS.

Parameters:

srid (IntoIntegerExpr) –

The srid code of the new CRS

polars_st.GeoExprNameSpace.to_wkt #

to_wkt(
    rounding_precision: int | None = 6,
    trim: bool = True,
    output_dimension: Literal[2, 3, 4] = 3,
    old_3d: bool = False,
) -> Expr

Serialize each geometry as WKT (Well-Known Text).

Parameters:

rounding_precision (int | None, default: 6 ) –

The rounding precision when writing the WKT string. Set to None to indicate the full precision.
trim (bool, default: True ) –

If True, trim unnecessary decimals (trailing zeros).
output_dimension (Literal[2, 3, 4], default: 3 ) –

The output dimension for the WKT string. Specifying 3 means that up to 3 dimensions will be written but 2D geometries will still be represented as 2D in the WKT string.
old_3d (bool, default: False ) –

Enable old style 3D/4D WKT generation. By default, new style 3D/4D WKT (ie. “POINT Z (10 20 30)”) is returned, but with old_3d=True the WKT will be formatted in the style “POINT (10 20 30)”.

polars_st.GeoExprNameSpace.to_ewkt #

to_ewkt(
    rounding_precision: int | None = 6,
    trim: bool = True,
    output_dimension: Literal[2, 3, 4] = 3,
    old_3d: bool = False,
) -> Expr

Serialize each geometry as EWKT (Extended Well-Known Text).

Parameters:

rounding_precision (int | None, default: 6 ) –

The rounding precision when writing the WKT string. Set to None to indicate the full precision.
trim (bool, default: True ) –

If True, trim unnecessary decimals (trailing zeros).
output_dimension (Literal[2, 3, 4], default: 3 ) –

The output dimension for the WKT string. Specifying 3 means that up to 3 dimensions will be written but 2D geometries will still be represented as 2D in the WKT string.
old_3d (bool, default: False ) –

Enable old style 3D/4D WKT generation. By default, new style 3D/4D WKT (ie. “POINT Z (10 20 30)”) is returned, but with old_3d=True the WKT will be formatted in the style “POINT (10 20 30)”.

polars_st.GeoExprNameSpace.to_wkb #

to_wkb(
    output_dimension: Literal[2, 3, 4] = 3,
    byte_order: Literal[0, 1] | None = None,
    include_srid: bool = False,
) -> Expr

Serialize each geometry as WKB (Well-Known Binary).

Parameters:

output_dimension –

The output dimension for the WKB. Specifying 3 means that up to 3 dimensions will be written but 2D geometries will still be represented as 2D in the WKB representation.
byte_order (Literal[0, 1] | None, default: None ) –

Defaults to native machine byte order (None). Use 0 to force big endian and 1 for little endian.
include_srid (bool, default: False ) –

If True, the SRID is be included in WKB (this is an extension to the OGC WKB specification).

polars_st.GeoExprNameSpace.to_geojson #

to_geojson(indent: int | None = None) -> Expr

Serialize each geometry as GeoJSON.

Parameters:

indent (int | None, default: None ) –

If indent is not None, then GeoJSON will be pretty-printed. An indent level of 0 will only insert newlines. None (the default) outputs the most compact representation.

polars_st.GeoExprNameSpace.to_shapely #

to_shapely() -> Expr

Convert each geometry to a Shapely object.

polars_st.GeoExprNameSpace.to_dict #

to_dict() -> Expr

Convert each geometry to a GeoJSON-like Python dict object.

polars_st.GeoExprNameSpace.cast #

cast(into: IntoExprColumn) -> Expr

Cast each geometry into a different compatible geometry type.

Valid casts are:

Source	Destination
Point	MultiPoint
MultiPoint	LineString, CircularString
LineString	MultiPoint, CircularString, MultiLineString, MultiCurve
CircularString	MultiPoint, LineString, MultiLineString, MultiCurve
MultiLineString	Polygon
Polygon	MultiPolygon, MultiSurface
CurvePolygon	MultiSurface
Any	GeometryCollection

polars_st.GeoExprNameSpace.multi #

multi() -> Expr

Cast each geometry into their multipart equivalent.

polars_st.GeoExprNameSpace.has_z #

has_z() -> Expr

Return True for each geometry with z coordinate values.

polars_st.GeoExprNameSpace.has_m #

has_m() -> Expr

Return True for each geometry with m coordinate values.

polars_st.GeoExprNameSpace.is_ccw #

is_ccw() -> Expr

Return True for linear geometries with counter-clockwise coord sequence.

polars_st.GeoExprNameSpace.is_closed #

is_closed() -> Expr

Return True for closed linear geometries.

polars_st.GeoExprNameSpace.is_empty #

is_empty() -> Expr

Return True for empty geometries.

polars_st.GeoExprNameSpace.is_ring #

is_ring() -> Expr

Return True for ring geometries.

polars_st.GeoExprNameSpace.is_simple #

is_simple() -> Expr

Return True for simple geometries.

polars_st.GeoExprNameSpace.is_valid #

is_valid() -> Expr

Return True for valid geometries.

polars_st.GeoExprNameSpace.is_valid_reason #

is_valid_reason() -> Expr

Return an explanation string for the invalidity of each geometry.

polars_st.GeoExprNameSpace.crosses #

crosses(other: IntoGeoExprColumn) -> Expr

Return True when each geometry crosses other.

polars_st.GeoExprNameSpace.contains #

contains(other: IntoGeoExprColumn) -> Expr

Return True when each geometry contains other.

polars_st.GeoExprNameSpace.contains_properly #

contains_properly(other: IntoGeoExprColumn) -> Expr

Return True when each geometry properly contains other.

polars_st.GeoExprNameSpace.covered_by #

covered_by(other: IntoGeoExprColumn) -> Expr

Return True when each geometry is covered by other.

polars_st.GeoExprNameSpace.covers #

covers(other: IntoGeoExprColumn) -> Expr

Return True when each geometry covers other.

polars_st.GeoExprNameSpace.disjoint #

disjoint(other: IntoGeoExprColumn) -> Expr

Return True when each geometry is disjoint from other.

polars_st.GeoExprNameSpace.dwithin #

dwithin(other: IntoGeoExprColumn, distance: float) -> Expr

Return True when each geometry is within given distance to other.

polars_st.GeoExprNameSpace.intersects #

intersects(other: IntoGeoExprColumn) -> Expr

Return True when each geometry intersects other.

polars_st.GeoExprNameSpace.overlaps #

overlaps(other: IntoGeoExprColumn) -> Expr

Return True when each geometry overlaps other.

polars_st.GeoExprNameSpace.touches #

touches(other: IntoGeoExprColumn) -> Expr

Return True when each geometry touches other.

polars_st.GeoExprNameSpace.within #

within(other: IntoGeoExprColumn) -> Expr

Return True when each geometry is within other.

polars_st.GeoExprNameSpace.equals #

equals(other: IntoGeoExprColumn) -> Expr

Return True when each geometry is equal to other.

polars_st.GeoExprNameSpace.equals_exact #

equals_exact(other: IntoGeoExprColumn, tolerance: float = 0.0) -> Expr

Return True when each geometry is equal to other.

polars_st.GeoExprNameSpace.equals_identical #

equals_identical(other: IntoGeoExprColumn) -> Expr

Return True when each geometry is equal to other.

polars_st.GeoExprNameSpace.relate #

relate(other: IntoGeoExprColumn) -> Expr

Return the DE-9IM intersection matrix of each geometry with other.

polars_st.GeoExprNameSpace.relate_pattern #

relate_pattern(other: IntoGeoExprColumn, pattern: str) -> Expr

Return True when the DE-9IM intersection matrix of geometry with other matches a given pattern.

polars_st.GeoExprNameSpace.union #

union(other: IntoGeoExprColumn, grid_size: float | None = None) -> GeoExpr

Return the union of each geometry with other.

polars_st.GeoExprNameSpace.unary_union #

unary_union(grid_size: float | None = None) -> GeoExpr

Return the unary union of each geometry.

polars_st.GeoExprNameSpace.coverage_union #

coverage_union() -> GeoExpr

Return the coverage union of each geometry with other.

polars_st.GeoExprNameSpace.intersection #

intersection(
    other: IntoGeoExprColumn, grid_size: float | None = None
) -> GeoExpr

Return the intersection of each geometry with other.

polars_st.GeoExprNameSpace.difference #

difference(other: IntoGeoExprColumn, grid_size: float | None = None) -> GeoExpr

Return the difference of each geometry with other.

polars_st.GeoExprNameSpace.symmetric_difference #

symmetric_difference(
    other: IntoGeoExprColumn, grid_size: float | None = None
) -> GeoExpr

Return the symmetric difference of each geometry with other.

polars_st.GeoExprNameSpace.boundary #

boundary() -> GeoExpr

Return the topological boundary of each geometry.

polars_st.GeoExprNameSpace.buffer #

buffer(
    distance: IntoNumericExpr,
    quad_segs: int = 8,
    cap_style: Literal["round", "square", "flat"] = "round",
    join_style: Literal["round", "mitre", "bevel"] = "round",
    mitre_limit: float = 5.0,
    single_sided: bool = False,
) -> GeoExpr

Return a buffer around each geometry.

polars_st.GeoExprNameSpace.offset_curve #

offset_curve(
    distance: IntoNumericExpr,
    quad_segs: int = 8,
    join_style: Literal["round", "mitre", "bevel"] = "round",
    mitre_limit: float = 5.0,
) -> GeoExpr

Return a line at a given distance of each geometry.

polars_st.GeoExprNameSpace.centroid #

centroid() -> GeoExpr

Return the centroid of each geometry.

polars_st.GeoExprNameSpace.center #

center() -> GeoExpr

Return the bounding box center of each geometry.

polars_st.GeoExprNameSpace.clip_by_rect #

clip_by_rect(
    xmin: IntoNumericExpr,
    ymin: IntoNumericExpr,
    xmax: IntoNumericExpr,
    ymax: IntoNumericExpr,
) -> GeoExpr

polars_st.GeoExprNameSpace.convex_hull #

convex_hull() -> GeoExpr

Return the convex hull of each geometry.

polars_st.GeoExprNameSpace.concave_hull #

concave_hull(ratio: float = 0.0, allow_holes: bool = False) -> GeoExpr

Return the concave hull of each geometry.

polars_st.GeoExprNameSpace.segmentize #

segmentize(max_segment_length: IntoNumericExpr) -> GeoExpr

polars_st.GeoExprNameSpace.envelope #

envelope() -> GeoExpr

Return the envelope of each geometry.

polars_st.GeoExprNameSpace.extract_unique_points #

extract_unique_points() -> GeoExpr

polars_st.GeoExprNameSpace.build_area #

build_area() -> GeoExpr

polars_st.GeoExprNameSpace.make_valid #

make_valid() -> GeoExpr

polars_st.GeoExprNameSpace.normalize #

normalize() -> GeoExpr

polars_st.GeoExprNameSpace.node #

node() -> GeoExpr

polars_st.GeoExprNameSpace.point_on_surface #

point_on_surface() -> GeoExpr

Return a point that intersects of each geometry.

polars_st.GeoExprNameSpace.remove_repeated_points #

remove_repeated_points(tolerance: IntoNumericExpr = 0.0) -> GeoExpr

Remove the repeated points for each geometry.

polars_st.GeoExprNameSpace.reverse #

reverse() -> GeoExpr

Reverse the coordinates order of each geometry.

polars_st.GeoExprNameSpace.simplify #

simplify(tolerance: IntoNumericExpr, preserve_topology: bool = True) -> GeoExpr

Simplify each geometry with a given tolerance.

polars_st.GeoExprNameSpace.force_2d #

force_2d() -> GeoExpr

Force the dimensionality of a geometry to 2D.

polars_st.GeoExprNameSpace.force_3d #

force_3d(z: IntoNumericExpr = 0.0) -> GeoExpr

Force the dimensionality of a geometry to 3D.

polars_st.GeoExprNameSpace.flip_coordinates #

flip_coordinates() -> GeoExpr

Flip the x and y coordinates of each geometry.

polars_st.GeoExprNameSpace.minimum_rotated_rectangle #

minimum_rotated_rectangle() -> GeoExpr

polars_st.GeoExprNameSpace.snap #

snap(other: IntoGeoExprColumn, tolerance: IntoNumericExpr) -> GeoExpr

polars_st.GeoExprNameSpace.shortest_line #

shortest_line(other: IntoGeoExprColumn) -> GeoExpr

Return the shortest line between each geometry and other.

polars_st.GeoExprNameSpace.affine_transform #

affine_transform(matrix: IntoExprColumn | Sequence[float]) -> GeoExpr

Apply a 2D or 3D transformation matrix to the coordinates of each geometry.

Parameters:

matrix (IntoExprColumn | Sequence[float]) –

The transformation matrix to apply to coordinates. Should contains 6 elements for a 2D transform or 12 for a 3D transform. The matrix elements order should be, in order: - m11, m12, m21, m22, tx, ty for 2D transformations - m11, m12, m13, m21, m22, m23, m31, m32, m33, tx, ty, tz for 3D transformations

polars_st.GeoExprNameSpace.translate #

translate(
    x: IntoNumericExpr = 0.0, y: IntoNumericExpr = 0.0, z: IntoNumericExpr = 0.0
) -> GeoExpr

polars_st.GeoExprNameSpace.rotate #

rotate(
    angle: IntoNumericExpr,
    origin: Literal["center", "centroid"] | Sequence[float] = "center",
) -> GeoExpr

polars_st.GeoExprNameSpace.scale #

scale(
    x: IntoNumericExpr = 1.0,
    y: IntoNumericExpr = 1.0,
    z: IntoNumericExpr = 1.0,
    origin: Literal["center", "centroid"] | Sequence[float] = "center",
) -> GeoExpr

polars_st.GeoExprNameSpace.skew #

skew(
    x: IntoNumericExpr = 0.0,
    y: IntoNumericExpr = 0.0,
    z: IntoNumericExpr = 0.0,
    origin: Literal["center", "centroid"] | Sequence[float] = "center",
) -> GeoExpr

polars_st.GeoExprNameSpace.interpolate #

interpolate(distance: IntoNumericExpr, normalized: bool = False) -> GeoExpr

polars_st.GeoExprNameSpace.project #

project(other: IntoGeoExprColumn, normalized: bool = False) -> Expr

polars_st.GeoExprNameSpace.line_merge #

line_merge(directed: bool = False) -> GeoExpr

polars_st.GeoExprNameSpace.shared_paths #

shared_paths(other: IntoGeoExprColumn) -> GeoExpr

polars_st.GeoExprNameSpace.total_bounds #

total_bounds() -> Expr

Return the total bounds of all geometries.

polars_st.GeoExprNameSpace.collect #

collect(into: GeometryType | None = None) -> GeoExpr

Aggregate geometries into a single collection.

polars_st.GeoExprNameSpace.union_all #

union_all(grid_size: float | None = None) -> GeoExpr

Return the union of all geometries.

polars_st.GeoExprNameSpace.coverage_union_all #

coverage_union_all() -> GeoExpr

Return the coverage union of all geometries.

polars_st.GeoExprNameSpace.intersection_all #

intersection_all(grid_size: float | None = None) -> GeoExpr

Return the intersection of all geometries.

polars_st.GeoExprNameSpace.difference_all #

difference_all(grid_size: float | None = None) -> GeoExpr

Return the difference of all geometries.

polars_st.GeoExprNameSpace.symmetric_difference_all #

symmetric_difference_all(grid_size: float | None = None) -> GeoExpr

Return the symmetric difference of all geometries.

polars_st.GeoExprNameSpace.polygonize #

polygonize() -> GeoExpr

polars_st.GeoExprNameSpace.voronoi_polygons #

voronoi_polygons(
    tolerance: float = 0.0,
    extend_to: bytes | None = None,
    only_edges: bool = False,
) -> GeoExpr

Return a Voronoi diagram of all geometries vertices.

polars_st.GeoExprNameSpace.delaunay_triangles #

delaunay_triangles(tolerance: float = 0.0, only_edges: bool = False) -> GeoExpr

Return a Delaunay triangulation of all geometries vertices.

GeoExpr

polars_st.GeoExpr #

st property #

polars_st.GeoExprNameSpace #

polars_st.GeoExprNameSpace.geometry_type #

polars_st.GeoExprNameSpace.dimensions #

polars_st.GeoExprNameSpace.coordinate_dimension #

polars_st.GeoExprNameSpace.area #

polars_st.GeoExprNameSpace.bounds #

polars_st.GeoExprNameSpace.length #

polars_st.GeoExprNameSpace.minimum_clearance #

polars_st.GeoExprNameSpace.x #

polars_st.GeoExprNameSpace.y #

polars_st.GeoExprNameSpace.z #

polars_st.GeoExprNameSpace.m #

polars_st.GeoExprNameSpace.count_coordinates #

polars_st.GeoExprNameSpace.coordinates #

polars_st.GeoExprNameSpace.exterior_ring #

polars_st.GeoExprNameSpace.interior_rings #

polars_st.GeoExprNameSpace.count_interior_rings #

polars_st.GeoExprNameSpace.get_interior_ring #

polars_st.GeoExprNameSpace.count_geometries #

polars_st.GeoExprNameSpace.get_geometry #

polars_st.GeoExprNameSpace.count_points #

polars_st.GeoExprNameSpace.get_point #

polars_st.GeoExprNameSpace.parts #

polars_st.GeoExprNameSpace.precision #

polars_st.GeoExprNameSpace.set_precision #

polars_st.GeoExprNameSpace.distance #

polars_st.GeoExprNameSpace.hausdorff_distance #

polars_st.GeoExprNameSpace.frechet_distance #

polars_st.GeoExprNameSpace.srid #

polars_st.GeoExprNameSpace.set_srid #

polars_st.GeoExprNameSpace.to_srid #

polars_st.GeoExprNameSpace.to_wkt #

polars_st.GeoExprNameSpace.to_ewkt #

polars_st.GeoExprNameSpace.to_wkb #

polars_st.GeoExprNameSpace.to_geojson #

polars_st.GeoExprNameSpace.to_shapely #

polars_st.GeoExprNameSpace.to_dict #

polars_st.GeoExprNameSpace.cast #

polars_st.GeoExprNameSpace.multi #

polars_st.GeoExprNameSpace.has_z #

polars_st.GeoExprNameSpace.has_m #

polars_st.GeoExprNameSpace.is_ccw #

polars_st.GeoExprNameSpace.is_closed #

polars_st.GeoExprNameSpace.is_empty #

polars_st.GeoExprNameSpace.is_ring #

polars_st.GeoExprNameSpace.is_simple #

polars_st.GeoExprNameSpace.is_valid #

polars_st.GeoExprNameSpace.is_valid_reason #

polars_st.GeoExprNameSpace.crosses #

polars_st.GeoExprNameSpace.contains #

polars_st.GeoExprNameSpace.contains_properly #

polars_st.GeoExprNameSpace.covered_by #

polars_st.GeoExprNameSpace.covers #

polars_st.GeoExprNameSpace.disjoint #

polars_st.GeoExprNameSpace.dwithin #

polars_st.GeoExprNameSpace.intersects #

polars_st.GeoExprNameSpace.overlaps #

polars_st.GeoExprNameSpace.touches #

polars_st.GeoExprNameSpace.within #

polars_st.GeoExprNameSpace.equals #

polars_st.GeoExprNameSpace.equals_exact #

polars_st.GeoExprNameSpace.equals_identical #

polars_st.GeoExprNameSpace.relate #

polars_st.GeoExprNameSpace.relate_pattern #

polars_st.GeoExprNameSpace.union #

polars_st.GeoExprNameSpace.unary_union #

polars_st.GeoExprNameSpace.coverage_union #

polars_st.GeoExprNameSpace.intersection #

polars_st.GeoExprNameSpace.difference #

polars_st.GeoExprNameSpace.symmetric_difference #

polars_st.GeoExprNameSpace.boundary #

polars_st.GeoExprNameSpace.buffer #

polars_st.GeoExprNameSpace.offset_curve #

polars_st.GeoExprNameSpace.centroid #

polars_st.GeoExprNameSpace.center #

polars_st.GeoExprNameSpace.clip_by_rect #

polars_st.GeoExprNameSpace.convex_hull #

st `property` #