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Wiki / Operators / Geometric

<->(box,point)

distance between

Reading PostgreSQL 18.6.

Description

distance between

Left operand
box
Right operand
point
Result type
float8
Implementing function
dist_bp(box,point)
Operator kind
Binary
Hash join candidate
no
Merge join candidate
no

Usage

<->(box,point) → float8

Catalog interpretation

The catalog pg_operator stores information about operators. See CREATE OPERATOR and Section 36.14 for more information.

Declared operator-family membership

Index AMFamilyStrategyPurposeOrdering family
GiSTbox_ops15orderingfloat_ops
SP-GiSTbox_ops15orderingfloat_ops

Related entries

Documentation and source

Source build
Version
18.6
Build
https://ftp.postgresql.org/pub/source/v18.6/postgresql-18.6.tar.bz2
Source fingerprint
555610c24d53e4316da5b7d3fc25c279d96856d5e0e23ee308c328c5fa881d9f

Compare versions

PostgreSQL 12 → 13: added.

--- PostgreSQL 12
+++ PostgreSQL 13
@@ -1 +1,36 @@
-Not recorded in this version
+{
+  "memberships": [
+    {
+      "family": "box_ops",
+      "left_type": "box",
+      "method": "gist",
+      "operator": "<->(box,point)",
+      "purpose": "ordering",
+      "right_type": "point",
+      "sort_family": "float_ops",
+      "strategy": "15"
+    },
+    {
+      "family": "box_ops",
+      "left_type": "box",
+      "method": "spgist",
+      "operator": "<->(box,point)",
+      "purpose": "ordering",
+      "right_type": "point",
+      "sort_family": "float_ops",
+      "strategy": "15"
+    }
+  ],
+  "operator": {
+    "commutator": "<->(point,box)",
+    "function": "dist_bp(box,point)",
+    "hash_join": "f",
+    "kind": "b",
+    "left_type": "box",
+    "merge_join": "f",
+    "negator": "",
+    "result_type": "float8",
+    "right_type": "point",
+    "symbol": "<->"
+  }
+}

Compares recorded interfaces and attributes. Source fingerprints and build metadata are excluded; an absent sample is not proof of the introduction or removal release.

Related entries

Export JSON · Back to Operators · Recorded in PostgreSQL 13 through 20; the first sample is not necessarily its introduction.