feat: implement ST_BuildArea, ST_DelaunayTriangles, ST_ExteriorRing, ST_PointOnSurface, ST_NumInteriorRing alias#990
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…ST_PointOnSurface, ST_NumInteriorRing alias Closes part of apache#224.
…xteriorRing, ST_PointOnSurface
paleolimbot
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Thank you!
I'll take a proper look on Monday, but I think the only missing component is Python integration tests that check this behaviour against PostGIS. Those are in python/sedonadb/tests/functions.
…gles, ST_ExteriorRing, ST_NumInteriorRing, ST_PointOnSurface
…ointOnSurface tests - ST_BuildArea: fix vertex ordering in expected WKT (both engines agree on actual output); remove POINT/LINESTRING non-area cases where PostGIS returns NULL but SedonaDB returns GEOMETRYCOLLECTION EMPTY (behavioral difference) - ST_DelaunayTriangles: drop tolerance+flag params (SedonaDB kernel expects boolean flag, not int64); fix expected vertex order to match engine output - ST_PointOnSurface: fix polygon-with-hole expected from POINT (1.5 1.5) to POINT (2 3) (both engines return point on exterior ring, not interior)
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Hi @paleolimbot, added Python integration tests in python/sedonadb/tests/functions/test_functions.py covering ST_BuildArea, ST_DelaunayTriangles, ST_ExteriorRing, ST_NumInteriorRing, and ST_PointOnSurface - each parametrized to run against both SedonaDB and PostGIS. CI caught a few mismatches in the initial expected values (vertex ordering, ST_PointOnSurface on a polygon-with-hole, and ST_DelaunayTriangles flag type); those are fixed in the latest commit. Ready for your review. |
paleolimbot
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Thank you! A few notes but in general this looks great and I'm excited to have these.
Can you add an Aliases: note for ST_NumInteriorRing documentation?
| Creates an areal geometry from linework. The input may be any collection of lines, polygons, | ||
| or points. Lines are used to build the polygon boundary, and any unclosed lines are automatically | ||
| closed. Returns NULL for non-polygon input that produces no area. |
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Can you rewrite this in your own words? (Parts of this are a verbatim copy of the PostGIS documentation)
| @pytest.mark.parametrize("eng", [SedonaDB, PostGIS]) | ||
| @pytest.mark.parametrize( | ||
| ("geom", "expected"), | ||
| [ | ||
| (None, None), | ||
| ("POLYGON ((0 0, 4 0, 4 4, 0 4, 0 0))", 0), | ||
| ( | ||
| "POLYGON ((0 0,6 0,6 6,0 6,0 0),(2 2,4 2,4 4,2 4,2 2))", | ||
| 1, | ||
| ), | ||
| ("POINT (0 0)", None), | ||
| ("LINESTRING (0 0, 1 1)", None), | ||
| ], | ||
| ) | ||
| def test_st_numinteriorring(eng, geom, expected): | ||
| eng = eng.create_or_skip() | ||
| eng.assert_query_result( | ||
| f"SELECT ST_NumInteriorRing({geom_or_null(geom)})", | ||
| expected, | ||
| ) |
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Because this is a true alias, we should just add another assert_query_result to the existing test for this function (ensures exact behaviour for the exact same cases)
| fn return_type(&self, args: &[SedonaType]) -> Result<Option<SedonaType>> { | ||
| let arg_matchers = if self.tolerance { | ||
| vec![ArgMatcher::is_geometry(), ArgMatcher::is_numeric()] | ||
| } else { | ||
| vec![ArgMatcher::is_geometry()] | ||
| }; | ||
| let matcher = ArgMatcher::new(arg_matchers, WKB_GEOMETRY); | ||
| matcher.match_args(args) |
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Can you implement this using two separate SedonaScalarKernel implementations rather than crunching them both into the same one? You can split out the logic into a common invoke_scalar().
While you're here, is it easy to add support for the "flags" parameter? We can't support the 2 (TIN) option but I believe GEOS has the MULTILINESTRING output option.
…ntOnSurface, ST_NumInteriorRing alias - Implement ST_BuildArea via GEOS (returns GEOMETRYCOLLECTION EMPTY for non-linework in SedonaDB) - Implement ST_DelaunayTriangles with 1-arg, 2-arg (tolerance), and 3-arg (tolerance + flags) overloads - Implement ST_ExteriorRing returning the outer ring of a polygon - Implement ST_PointOnSurface returning a point guaranteed to lie on the geometry - Register ST_NumInteriorRing as alias for ST_NumInteriorRings - Add Python integration tests for all five functions covering NULL, EMPTY, and normal inputs - Fix ST_DelaunayTriangles flags test: PostGIS takes integer flag (0/1), SedonaDB takes boolean - Update docs: ST_BuildArea description, ST_ExteriorRing example alignment, ST_NumInteriorRings alias wording
…aunaytriangles_flags, test_st_exteriorring, test_st_pointonsurface - ST_BuildArea EMPTY linework: engines return empty geometry not NULL; split into test_st_buildarea_empty_linework with per-engine expectations (SedonaDB: GEOMETRYCOLLECTION EMPTY, PostGIS: POLYGON EMPTY) - ST_DelaunayTriangles flags only_edges=True: fix edge ordering to match actual GEOS output (MULTILINESTRING ((0.5 1, 1 0), ...)) - ST_ExteriorRing POLYGON EMPTY: both engines return LINESTRING EMPTY not NULL - ST_PointOnSurface MULTILINESTRING: both engines return POINT (1 1) not POINT (0.5 0.5)
paleolimbot
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Thank you! A few comments but this is looking good!
| let result = tester | ||
| .invoke_scalar("POLYGON ((0 0, 4 0, 4 4, 0 4, 0 0))") | ||
| .unwrap(); | ||
| tester.assert_scalar_result_equals(result, "LINEARRING (0 0, 4 0, 4 4, 0 4, 0 0)"); |
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This probably works if the wkt crate accepts LINEARRING, but LINESTRING is probably better:
| tester.assert_scalar_result_equals(result, "LINEARRING (0 0, 4 0, 4 4, 0 4, 0 0)"); | |
| tester.assert_scalar_result_equals(result, "LINESTRING (0 0, 4 0, 4 4, 0 4, 0 0)"); |
| vec![ | ||
| ArgMatcher::is_geometry(), | ||
| ArgMatcher::is_numeric(), | ||
| ArgMatcher::is_boolean(), |
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This works because 0 or 1 are the two values we accept, but probably this is better as is_integer.
| fn invoke_scalar(geom: &Geometry) -> Result<Option<Vec<u8>>> { | ||
| let geom_type = geom | ||
| .geometry_type() | ||
| .map_err(|e| DataFusionError::Execution(format!("Failed to get geometry type: {e}")))?; |
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Our other GEOS functions have an invoke_scalar() that accept a mut impl Write so that the GEOS output can be written to the output builder in place (rather than allocating a wkb byte buffer, then copying it into a new wkb byte buffer). I believe all the other functions that return a geometry do this but we may have missed some.
| Arc::new(STPointOnSurface { | ||
| matcher: ArgMatcher::new(vec![ArgMatcher::is_geography()], WKB_GEOGRAPHY), | ||
| }), |
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| Arc::new(STPointOnSurface { | |
| matcher: ArgMatcher::new(vec![ArgMatcher::is_geography()], WKB_GEOGRAPHY), | |
| }), |
This one shouldn't apply to geography, since the algorithm is very much a planar one and may not be correct. We also implement this for geography already.
| Computes a Delaunay triangulation of the vertices of the input geometry. The result is a | ||
| `GEOMETRYCOLLECTION` of `POLYGON` triangles. An optional tolerance value can be specified to | ||
| snap nearby vertices together before triangulation. |
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| Computes a Delaunay triangulation of the vertices of the input geometry. The result is a | |
| `GEOMETRYCOLLECTION` of `POLYGON` triangles. An optional tolerance value can be specified to | |
| snap nearby vertices together before triangulation. | |
| Computes a Delaunay triangulation of the vertices of the input geometry. The result is a | |
| `GEOMETRYCOLLECTION` of `POLYGON` triangles unless the `flags` parameter is set | |
| to request `MULTILINESTRING` output. An optional tolerance value can be specified to | |
| snap nearby vertices together before triangulation. |
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| ## Description | ||
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| Returns the exterior ring (outer boundary) of a polygon as a `LINEARRING`. Returns NULL for |
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| Returns the exterior ring (outer boundary) of a polygon as a `LINEARRING`. Returns NULL for | |
| Returns the exterior ring (outer boundary) of a polygon as a `LINESTRING`. Returns NULL for |
| # under the License. | ||
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||
| title: ST_ExteriorRing | ||
| description: Returns the exterior ring of a polygon as a linear ring geometry. |
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| description: Returns the exterior ring of a polygon as a linear ring geometry. | |
| description: Returns the exterior ring of a polygon as a linestring geometry. |
| @pytest.mark.parametrize("eng", [SedonaDB, PostGIS]) | ||
| def test_st_buildarea_non_linework(eng): | ||
| """POINT input forms no closed ring: PostGIS returns NULL, SedonaDB returns GEOMETRYCOLLECTION EMPTY.""" |
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We should catch this case and return NULL as well
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@paleolimbot Thanks - addressed the latest round: ST_DelaunayTriangles
ST_ExteriorRing
ST_PointOnSurface
ST_BuildArea
Let me know if anything else needs tweaking. |
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A few optional nits and there are a few place I think that it's easy enough to align our behaviour with PostGIS. Thank you!
| @pytest.mark.parametrize("eng", [SedonaDB, PostGIS]) | ||
| @pytest.mark.parametrize( | ||
| ("geom", "sedona_expected", "postgis_expected"), | ||
| [ | ||
| # Both engines return an empty geometry for empty linework, not NULL. | ||
| # SedonaDB returns GEOMETRYCOLLECTION EMPTY; PostGIS returns POLYGON EMPTY. | ||
| ("LINESTRING EMPTY", "GEOMETRYCOLLECTION EMPTY", "POLYGON EMPTY"), | ||
| ("MULTILINESTRING EMPTY", "GEOMETRYCOLLECTION EMPTY", "POLYGON EMPTY"), | ||
| ], | ||
| ) | ||
| def test_st_buildarea_empty_linework(eng, geom, sedona_expected, postgis_expected): |
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Can we fix this so that we return a POLYGON EMPTY? This makes sense to me and should be possible.
| @pytest.mark.parametrize("eng", [SedonaDB, PostGIS]) | ||
| @pytest.mark.parametrize( | ||
| ("geom", "sedona_expected", "postgis_expected"), | ||
| [ | ||
| ("POINT (0 0)", None, None), |
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Can we align our behaviour here? I think this is just checking geometry types.
| if tolerance is None: | ||
| eng.assert_query_result( | ||
| f"SELECT ST_DelaunayTriangles({geom_or_null(geom)}, NULL)", expected | ||
| ) | ||
| else: | ||
| eng.assert_query_result( | ||
| f"SELECT ST_DelaunayTriangles({geom_or_null(geom)}, {tolerance})", expected | ||
| ) |
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You may have to import this from sedonadb.testing but we have a helper for this one:
| if tolerance is None: | |
| eng.assert_query_result( | |
| f"SELECT ST_DelaunayTriangles({geom_or_null(geom)}, NULL)", expected | |
| ) | |
| else: | |
| eng.assert_query_result( | |
| f"SELECT ST_DelaunayTriangles({geom_or_null(geom)}, {tolerance})", expected | |
| ) | |
| eng.assert_query_result( | |
| f"SELECT ST_DelaunayTriangles({geom_or_null(geom)}, {val_or_null(tolerance)})", expected | |
| ) |
| fn invoke_scalar(geom: &Geometry, writer: &mut impl std::io::Write) -> Result<()> { | ||
| let result = geom | ||
| .point_on_surface() | ||
| .map_err(|e| DataFusionError::Execution(format!("ST_PointOnSurface failed: {e}")))?; |
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| .map_err(|e| DataFusionError::Execution(format!("ST_PointOnSurface failed: {e}")))?; | |
| .map_err(|e| exec_datafusion_err!("ST_PointOnSurface failed: {e}"))?; |
| ) -> Result<()> { | ||
| let result = geom | ||
| .delaunay_triangulation(tolerance, only_edges) | ||
| .map_err(|e| DataFusionError::Execution(format!("ST_DelaunayTriangles failed: {e}")))?; |
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| .map_err(|e| DataFusionError::Execution(format!("ST_DelaunayTriangles failed: {e}")))?; | |
| .map_err(|e| exec_datafusion_err!("ST_DelaunayTriangles failed: {e}"))?; |
Summary
Implements missing GEOS-backed functions from #224:
ST_BuildArea— builds a polygon from linework usingbuild_area()ST_DelaunayTriangles— Delaunay triangulation with optional tolerance usingdelaunay_triangulation()ST_ExteriorRing— returns exterior ring of a polygon usingget_exterior_ring()ST_PointOnSurface— returns a point guaranteed to lie on/inside the geometry usingpoint_on_surface()ST_NumInteriorRing— alias forST_NumInteriorRings(both spellings registered)Each function follows the existing pattern: WKB in → GEOS → WKB out via
GeosExecutor+write_geos_geometry.Changes
c/sedona-geos/src/lib.rs— module declarations (alphabetical order)c/sedona-geos/src/register.rs— kernel registrations (alphabetical order)c/sedona-geos/src/st_buildarea.rs— newc/sedona-geos/src/st_delaunaytriangles.rs— newc/sedona-geos/src/st_exteriorring.rs— newc/sedona-geos/src/st_pointonsurface.rs— newCloses part of #224.