TheNeuralBit commented on code in PR #240:
URL: https://github.com/apache/parquet-format/pull/240#discussion_r1731741737


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src/main/thrift/parquet.thrift:
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@@ -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.

Review Comment:
   Could you help me understand this comment? Is this about about mixing planar 
and spherical coordinates? I would think that filter pushdown would be safe for 
a spherical spatial predicate and a spherical bbox, but I'm definitely a novice 
in this space so I'm probably missing something.



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