mkaravel commented on code in PR #240:
URL: https://github.com/apache/parquet-format/pull/240#discussion_r1751038600
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src/main/thrift/parquet.thrift:
##########
@@ -237,6 +237,98 @@ struct SizeStatistics {
3: optional list<i64> definition_level_histogram;
}
+/**
+ * Interpretation for edges of GEOMETRY logical type, i.e. whether the edge
+ * between points represent a straight cartesian line or the shortest line on
+ * the sphere. It applies to all non-point geometry objects.
+ */
+enum Edges {
+ PLANAR = 0;
+ SPHERICAL = 1;
Review Comment:
What does this really mean? That we only allow either Cartesian geometries,
or geometries embedded on a sphere? How would one indicate geometries embedded
on a spheroid (like WGS84)?
##########
src/main/thrift/parquet.thrift:
##########
@@ -237,6 +237,98 @@ struct SizeStatistics {
3: optional list<i64> definition_level_histogram;
}
+/**
+ * Interpretation for edges of GEOMETRY logical type, i.e. whether the edge
+ * between points represent a straight cartesian line or the shortest line on
+ * the sphere. It applies to all non-point geometry objects.
+ */
+enum Edges {
+ PLANAR = 0;
+ SPHERICAL = 1;
+}
+
+/**
+ * A custom binary-encoded polygon or multi-polygon to represent a covering of
+ * geometries. For example, it may be a bounding box or an envelope of
geometries
+ * when a bounding box cannot be built (e.g. a geometry has spherical edges,
or if
+ * an edge of geographic coordinates crosses the antimeridian). In addition,
it can
+ * also be used to provide vendor-agnostic coverings like S2 or H3 grids.
+ */
+struct Covering {
+ /**
+ * A type of covering. Currently accepted values: "WKB".
+ */
+ 1: required string kind;
+ /**
+ * A payload specific to kind. Below are the supported values:
+ * - WKB: well-known binary of a POLYGON or MULTI-POLYGON that completely
+ * covers the contents. This will be interpreted according to the same CRS
+ * and edges defined by the logical type.
+ */
+ 2: required binary value;
+}
+
+/**
+ * Bounding box of geometries in the representation of min/max value pair of
+ * coordinates from each axis. Values of Z and M are omitted for 2D geometries.
+ * Filter pushdown on geometries are only safe for planar spatial predicate
+ * but it is recommended that the writer always generates bounding box
statistics,
+ * regardless of whether the geometries are planar or spherical.
+ */
+struct BoundingBox {
Review Comment:
For spherical edges, are there any restrictions as to what is considered a
valid bounding box?
I would even ask the same for Cartesian edges, although it is less ambiguous
here. For example, what happens if xmax is smaller than xmin? Is it up to the
reader to decide what to do?
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