PostgreSQL функции

В данном разделе содержатся PostgreSQL функции, поддерживаемые в режиме совместимости YDB с PostgreSQL. В разделе сохранены оригинальная структура документации PostgreSQL и примеры применения функций. Данная статья автоматически пополняется и тестируется, поэтому текст представлен только на английском языке.

9.1. Logical Operators

The usual logical operators are available:

• boolean AND boolean → boolean
• boolean OR boolean → boolean
• NOT boolean → boolean

9.2. Comparison Functions and Operators

The usual comparison operators are available, as shown in Table 9.1.

Table 9.1. Comparison Operators

There are also some comparison predicates, as shown in Table 9.2. These behave much like operators, but have special syntax mandated by the SQL standard.

2 BETWEEN 1 AND 3 → true
2 BETWEEN 3 AND 1 → false

2 NOT BETWEEN 1 AND 3 → false

2 BETWEEN SYMMETRIC 3 AND 1 → true

2 NOT BETWEEN SYMMETRIC 3 AND 1 → false

#1 IS DISTINCT FROM NULL → true
#NULL IS DISTINCT FROM NULL → false

#1 IS NOT DISTINCT FROM NULL → false
#NULL IS NOT DISTINCT FROM NULL → true

1.5 IS NULL → false

'null' IS NOT NULL → true

1.5 ISNULL → false

1.5 NOTNULL → true

true IS TRUE → true
NULL::boolean IS TRUE → false

9.3. Mathematical Functions and Operators

Mathematical operators are provided for many PostgreSQL types. For types without standard mathematical conventions (e.g., date/time types) we describe the actual behavior in subsequent sections.

Table 9.4 shows the mathematical operators that are available for the standard numeric types. Unless otherwise noted, operators shown as accepting numeric_type are available for all the types smallint, integer, bigint, numeric, real, and double precision. Operators shown as accepting integral_type are available for the types smallint, integer, and bigint. Except where noted, each form of an operator returns the same data type as its argument(s). Calls involving multiple argument data types, such as integer + numeric, are resolved by using the type appearing later in these lists.

Table 9.4. Mathematical Operators

2 + 3 → 5

+ 3.5 → 3.5

2 - 3 → -1

- (-4) → 4

2 * 3 → 6

5.0 / 2 → 2.5000000000000000
5 / 2 → 2
(-5) / 2 → -2

5 % 4 → 1

2 ^ 3 → 8
2 ^ 3 ^ 3 → 512
2 ^ (3 ^ 3) → 134217728

|/ 25.0 → 5

||/ 64.0 → 4

@ -5.0 → 5.0

91 & 15 → 11

32 | 3 → 35

17 # 5 → 20

~1 → -2

1 << 4 → 16

8 >> 2 → 2

Table 9.5 shows the available mathematical functions. Many of these functions are provided in multiple forms with different argument types. Except where noted, any given form of a function returns the same data type as its argument(s); cross-type cases are resolved in the same way as explained above for operators. The functions working with double precision data are mostly implemented on top of the host system's C library; accuracy and behavior in boundary cases can therefore vary depending on the host system.

Table 9.5. Mathematical Functions

abs(-17.4) → 17.4

cbrt(64.0) → 4

ceil(42.2) → 43
ceil(-42.8) → -42

ceiling(95.3) → 96

degrees(0.5) → 28.64788975654116

div(9, 4) → 2

exp(1.0) → 2.7182818284590452

factorial(5) → 120

floor(42.8) → 42
floor(-42.8) → -43

gcd(1071, 462) → 21

lcm(1071, 462) → 23562

ln(2.0) → 0.6931471805599453

log(100) → 2

log10(1000) → 3

log(2.0, 64.0) → 6.0000000000000000

min_scale(8.4100) → 2

mod(9, 4) → 1

pi() → 3.141592653589793

power(9, 3) → 729

radians(45.0) → 0.7853981633974483

round(42.4) → 42

round(42.4382, 2) → 42.44
round(1234.56, -1) → 1230

scale(8.4100) → 4

sign(-8.4) → -1

sqrt(2) → 1.4142135623730951

trim_scale(8.4100) → 8.41

trunc(42.8) → 42
trunc(-42.8) → -42

trunc(42.4382, 2) → 42.43

width_bucket(5.35, 0.024, 10.06, 5) → 3

#width_bucket(now(), array['yesterday', 'today', 'tomorrow']::timestamptz[]) → 2

Table 9.6. Random Functions

Table 9.7 shows the available trigonometric functions. Each of these functions comes in two variants, one that measures angles in radians and one that measures angles in degrees.

Table 9.7. Trigonometric Functions

acos(1) → 0

acosd(0.5) → 60

asin(1) → 1.5707963267948966

asind(0.5) → 30

atan(1) → 0.7853981633974483

atand(1) → 45

atan2(1, 0) → 1.5707963267948966

atan2d(1, 0) → 90

cos(0) → 1

cosd(60) → 0.5

cot(0.5) → 1.830487721712452

cotd(45) → 1

sin(1) → 0.8414709848078965

sind(30) → 0.5

tan(1) → 1.5574077246549023

tand(45) → 1

Table 9.8 shows the available hyperbolic functions.

Table 9.8. Hyperbolic Functions

sinh(1) → 1.1752011936438014

cosh(0) → 1

tanh(1) → 0.7615941559557649

asinh(1) → 0.881373587019543

acosh(1) → 0

atanh(0.5) → 0.5493061443340548

9.4. String Functions and Operators

This section describes functions and operators for examining and manipulating string values. Strings in this context include values of the types character, character varying, and text. Except where noted, these functions and operators are declared to accept and return type text. They will interchangeably accept character varying arguments. Values of type character will be converted to text before the function or operator is applied, resulting in stripping any trailing spaces in the character value.

SQL defines some string functions that use key words, rather than commas, to separate arguments. Details are in Table 9.9. PostgreSQL also provides versions of these functions that use the regular function invocation syntax (see Table 9.10).

Table 9.9. SQL String Functions and Operators

'Post' || 'greSQL' → PostgreSQL

#'Value: ' || 42 → Value: 42

U&'\0061\0308bc' IS NFD NORMALIZED → true

#bit_length('jose') → 32

char_length('josé') → 4

lower('TOM') → tom

normalize(U&'\0061\0308bc', NFC) → äbc

octet_length('josé') → 5

octet_length('abc '::character(4)) → 4

overlay('Txxxxas' placing 'hom' from 2 for 4) → Thomas

position('om' in 'Thomas') → 3

substring('Thomas' from 2 for 3) → hom
substring('Thomas' from 3) → omas
substring('Thomas' for 2) → Th

substring('Thomas' from '...$') → mas

#substring('Thomas' similar '%#"o_a#"_' escape '#') → oma

trim(both 'xyz' from 'yxTomxx') → Tom

trim(both from 'yxTomxx', 'xyz') → Tom

upper('tom') → TOM

Additional string manipulation functions are available and are listed in Table 9.10. Some of them are used internally to implement the SQL-standard string functions listed in Table 9.9.

Table 9.10. Other String Functions

ascii('x') → 120

btrim('xyxtrimyyx', 'xyz') → trim

chr(65) → A

concat('abcde', 2, NULL, 22) → abcde222

concat_ws(',', 'abcde', 2, NULL, 22) → abcde,2,22

format('Hello %s, %1$s', 'World') → Hello World, World

initcap('hi THOMAS') → Hi Thomas

left('abcde', 2) → ab

length('jose') → 4

lpad('hi', 5, 'xy') → xyxhi

ltrim('zzzytest', 'xyz') → test

md5('abc') → 900150983cd24fb0d6963f7d28e17f72

#parse_ident('"SomeSchema".someTable') → {SomeSchema,sometable}

pg_client_encoding() → UTF8

quote_ident('Foo bar') → "Foo bar"

quote_literal(E'O\'Reilly') → ''O''Reilly''

#quote_literal(42.5) → '42.5'

quote_nullable(NULL) → NULL

#quote_nullable(42.5) → '42.5'

regexp_match('foobarbequebaz', '(bar)(beque)') → {bar,beque}

#regexp_matches('foobarbequebaz', 'ba.', 'g') → {bar},{baz}

regexp_replace('Thomas', '.[mN]a.', 'M') → ThM

regexp_split_to_array('hello world', '\s+') → {hello,world}

#regexp_split_to_table('hello world', '\s+') → hello,world

repeat('Pg', 4) → PgPgPgPg

replace('abcdefabcdef', 'cd', 'XX') → abXXefabXXef

reverse('abcde') → edcba

right('abcde', 2) → de

rpad('hi', 5, 'xy') → hixyx

rtrim('testxxzx', 'xyz') → test

split_part('abc~@~def~@~ghi', '~@~', 2) → def
split_part('abc,def,ghi,jkl', ',', -2) → ghi

strpos('high', 'ig') → 2

substr('alphabet', 3) → phabet
substr('alphabet', 3, 2) → ph

starts_with('alphabet', 'alph') → true

string_to_array('xx~~yy~~zz', '~~', 'yy') → {xx,NULL,zz}

#string_to_table('xx~^~yy~^~zz', '~^~', 'yy') → [xx,NULL,zz]

#to_ascii('Karél') → Karel

to_hex(2147483647) → 7fffffff

translate('12345', '143', 'ax') → a2x5

unistr('d\0061t\+000061') → data
unistr('d\u0061t\U00000061') → data

9.5. Binary String Functions and Operators

This section describes functions and operators for examining and manipulating binary strings, that is values of type bytea. Many of these are equivalent, in purpose and syntax, to the text-string functions described in the previous section.

SQL defines some string functions that use key words, rather than commas, to separate arguments. Details are in Table 9.11. PostgreSQL also provides versions of these functions that use the regular function invocation syntax (see Table 9.12).

Table 9.11. SQL Binary String Functions and Operators

'\x123456'::bytea || '\x789a00bcde'::bytea → \x123456789a00bcde

#bit_length('\x123456'::bytea) → 24

octet_length('\x123456'::bytea) → 3

overlay('\x1234567890'::bytea placing '\002\003'::bytea from 2 for 3) → \x12020390

position('\x5678'::bytea in '\x1234567890'::bytea) → 3

substring('\x1234567890'::bytea from 3 for 2) → \x5678

trim('\x9012'::bytea from '\x1234567890'::bytea) → \x345678

trim(both from '\x1234567890'::bytea, '\x9012'::bytea) → \x345678

Additional binary string manipulation functions are available and are listed in Table 9.12. Some of them are used internally to implement the SQL-standard string functions listed in Table 9.11.

Table 9.12. Other Binary String Functions

bit_count('\x1234567890'::bytea) → 15

btrim('\x1234567890'::bytea, '\x9012'::bytea) → \x345678

get_bit('\x1234567890'::bytea, 30) → 1

get_byte('\x1234567890'::bytea, 4) → 144

length('\x1234567890'::bytea) → 5

length('jose'::bytea, 'UTF8') → 4

ltrim('\x1234567890'::bytea, '\x9012'::bytea) → \x34567890

md5('Th\000omas'::bytea) → 8ab2d3c9689aaf18b4958c334c82d8b1

rtrim('\x1234567890'::bytea, '\x9012'::bytea) → \x12345678

set_bit('\x1234567890'::bytea, 30, 0) → \x1234563890

set_byte('\x1234567890'::bytea, 4, 64) → \x1234567840

sha224('abc'::bytea) → \x23097d223405d8228642a477bda255b32aadbce4bda0b3f7e36c9da7

sha256('abc'::bytea) → \xba7816bf8f01cfea414140de5dae2223b00361a396177a9cb410ff61f20015ad

sha384('abc'::bytea) → \xcb00753f45a35e8bb5a03d699ac65007272c32ab0eded1631a8b605a43ff5bed8086072ba1e7cc2358baeca134c825a7

sha512('abc'::bytea) → \xddaf35a193617abacc417349ae20413112e6fa4e89a97ea20a9eeee64b55d39a2192992a274fc1a836ba3c23a3feebbd454d4423643ce80e2a9ac94fa54ca49f

substr('\x1234567890'::bytea, 3, 2) → \x5678

Functions get_byte and set_byte number the first byte of a binary string as byte 0. Functions get_bit and set_bit number bits from the right within each byte; for example bit 0 is the least significant bit of the first byte, and bit 15 is the most significant bit of the second byte.

For historical reasons, the function md5 returns a hex-encoded value of type text whereas the SHA-2 functions return type bytea. Use the functions encode and decode to convert between the two. For example write encode(sha256('abc'), 'hex') to get a hex-encoded text representation, or decode(md5('abc'), 'hex') to get a bytea value.

Functions for converting strings between different character sets (encodings), and for representing arbitrary binary data in textual form, are shown in Table 9.13. For these functions, an argument or result of type text is expressed in the database's default encoding, while arguments or results of type bytea are in an encoding named by another argument.

Table 9.13. Text/Binary String Conversion Functions

#convert('text_in_utf8', 'UTF8', 'LATIN1') → \x746578745f696e5f75746638

convert_from('text_in_utf8', 'UTF8') → text_in_utf8

convert_to('some_text', 'UTF8') → \x736f6d655f74657874

encode('123\000\001', 'base64') → MTIzAAE=

decode('MTIzAAE=', 'base64') → \x3132330001

9.6. Bit String Functions and Operators

This section describes functions and operators for examining and manipulating bit strings, that is values of the types bit and bit varying. (While only type bit is mentioned in these tables, values of type bit varying can be used interchangeably.) Bit strings support the usual comparison operators shown in Table 9.1, as well as the operators shown in Table 9.14.

Table 9.14. Bit String Operators

Some of the functions available for binary strings are also available for bit strings, as shown in Table 9.15.

Table 9.15. Bit String Functions

bit_count(B'10111') → 4

#bit_length(B'10111') → 5

length(B'10111') → 5

octet_length(B'1011111011') → 2

overlay(B'01010101010101010' placing B'11111' from 2 for 3) → 0111110101010101010

position(B'010' in B'000001101011') → 8

substring(B'110010111111' from 3 for 2) → 00

get_bit(B'101010101010101010', 6) → 1

set_bit(B'101010101010101010', 6, 0) → 101010001010101010

In addition, it is possible to cast integral values to and from type bit. Casting an integer to bit(n) copies the rightmost n bits. Casting an integer to a bit string width wider than the integer itself will sign-extend on the left. Some examples:

44::bit(10)                    → 0000101100
44::bit(3)                     → 100
cast(-44 as bit(12))           → 111111010100
'1110'::bit(4)::integer        → 14

Note that casting to just “bit” means casting to bit(1), and so will deliver only the least significant bit of the integer.

9.7. Pattern Matching

9.7.1. LIKE

string LIKE pattern [ESCAPE escape-character]
string NOT LIKE pattern [ESCAPE escape-character]

The LIKE expression returns true if the string matches the supplied pattern. (As expected, the NOT LIKE expression returns false if LIKE returns true, and vice versa. An equivalent expression is NOT (string LIKE pattern).)

If pattern does not contain percent signs or underscores, then the pattern only represents the string itself; in that case LIKE acts like the equals operator. An underscore (_) in pattern stands for (matches) any single character; a percent sign (%) matches any sequence of zero or more characters.

Some examples:

'abc' LIKE 'abc'    → true
'abc' LIKE 'a%'     → true
'abc' LIKE '_b_'    → true
'abc' LIKE 'c'      → false

LIKE pattern matching always covers the entire string. Therefore, if it's desired to match a sequence anywhere within a string, the pattern must start and end with a percent sign.

To match a literal underscore or percent sign without matching other characters, the respective character in pattern must be preceded by the escape character. The default escape character is the backslash but a different one can be selected by using the ESCAPE clause. To match the escape character itself, write two escape characters.

Note
If you have standard_conforming_strings turned off, any backslashes you write in literal string constants will need to be doubled. See Section 4.1.2.1 for more information.

It's also possible to select no escape character by writing ESCAPE ''. This effectively disables the escape mechanism, which makes it impossible to turn off the special meaning of underscore and percent signs in the pattern.

According to the SQL standard, omitting ESCAPE means there is no escape character (rather than defaulting to a backslash), and a zero-length ESCAPE value is disallowed. PostgreSQL's behavior in this regard is therefore slightly nonstandard.

The key word ILIKE can be used instead of LIKE to make the match case-insensitive according to the active locale. This is not in the SQL standard but is a PostgreSQL extension.

The operator ~~ is equivalent to LIKE, and ~~* corresponds to ILIKE. There are also !~~ and !~~* operators that represent NOT LIKE and NOT ILIKE, respectively. All of these operators are PostgreSQL-specific. You may see these operator names in EXPLAIN output and similar places, since the parser actually translates LIKE et al. to these operators.

The phrases LIKE, ILIKE, NOT LIKE, and NOT ILIKE are generally treated as operators in PostgreSQL syntax; for example they can be used in expression operator ANY (subquery) constructs, although an ESCAPE clause cannot be included there. In some obscure cases it may be necessary to use the underlying operator names instead.

Also see the prefix operator ^@ and corresponding starts_with function, which are useful in cases where simply matching the beginning of a string is needed.

9.7.2. SIMILAR TO Regular Expressions

string SIMILAR TO pattern [ESCAPE escape-character] (NOT SUPPORTED)
string NOT SIMILAR TO pattern [ESCAPE escape-character] (NOT SUPPORTED)

The SIMILAR TO operator returns true or false depending on whether its pattern matches the given string. It is similar to LIKE, except that it interprets the pattern using the SQL standard's definition of a regular expression. SQL regular expressions are a curious cross between LIKE notation and common (POSIX) regular expression notation.

Like LIKE, the SIMILAR TO operator succeeds only if its pattern matches the entire string; this is unlike common regular expression behavior where the pattern can match any part of the string. Also like LIKE, SIMILAR TO uses _ and % as wildcard characters denoting any single character and any string, respectively (these are comparable to . and .* in POSIX regular expressions).

In addition to these facilities borrowed from LIKE, SIMILAR TO supports these pattern-matching metacharacters borrowed from POSIX regular expressions:

| denotes alternation (either of two alternatives).

• denotes repetition of the previous item zero or more times.

• denotes repetition of the previous item one or more times.

? denotes repetition of the previous item zero or one time.

{m} denotes repetition of the previous item exactly m times.

{m,} denotes repetition of the previous item m or more times.

{m,n} denotes repetition of the previous item at least m and not more than n times.

Parentheses () can be used to group items into a single logical item.

A bracket expression [...] specifies a character class, just as in POSIX regular expressions.

Notice that the period (.) is not a metacharacter for SIMILAR TO.

As with LIKE, a backslash disables the special meaning of any of these metacharacters. A different escape character can be specified with ESCAPE, or the escape capability can be disabled by writing ESCAPE ''.

According to the SQL standard, omitting ESCAPE means there is no escape character (rather than defaulting to a backslash), and a zero-length ESCAPE value is disallowed. PostgreSQL's behavior in this regard is therefore slightly nonstandard.

Another nonstandard extension is that following the escape character with a letter or digit provides access to the escape sequences defined for POSIX regular expressions; see Table 9.20, Table 9.21, and Table 9.22 below.

Some examples:

#'abc' SIMILAR TO 'abc'          → true
#'abc' SIMILAR TO 'a'            → false
#'abc' SIMILAR TO '%(b|d)%'      → true
#'abc' SIMILAR TO '(b|c)%'       → false
#'-abc-' SIMILAR TO '%\mabc\M%'  → true
#'xabcy' SIMILAR TO '%\mabc\M%'  → false

The substring function with three parameters provides extraction of a substring that matches an SQL regular expression pattern. The function can be written according to standard SQL syntax:

substring(string similar pattern escape escape-character)

or using the now obsolete SQL:1999 syntax:

substring(string from pattern for escape-character)

or as a plain three-argument function:

substring(string, pattern, escape-character)

As with SIMILAR TO, the specified pattern must match the entire data string, or else the function fails and returns null. To indicate the part of the pattern for which the matching data sub-string is of interest, the pattern should contain two occurrences of the escape character followed by a double quote ("). The text matching the portion of the pattern between these separators is returned when the match is successful.

The escape-double-quote separators actually divide substring's pattern into three independent regular expressions; for example, a vertical bar (|) in any of the three sections affects only that section. Also, the first and third of these regular expressions are defined to match the smallest possible amount of text, not the largest, when there is any ambiguity about how much of the data string matches which pattern. (In POSIX parlance, the first and third regular expressions are forced to be non-greedy.)

As an extension to the SQL standard, PostgreSQL allows there to be just one escape-double-quote separator, in which case the third regular expression is taken as empty; or no separators, in which case the first and third regular expressions are taken as empty. (NOT SUPPORTED)

Some examples, with #" delimiting the return string:

#substring('foobar' similar '%#"o_b#"%' escape '#')   → oob
#substring('foobar' similar '#"o_b#"%' escape '#')    → NULL

9.7.3. POSIX Regular Expressions
Table 9.16 lists the available operators for pattern matching using POSIX regular expressions.

Table 9.16. Regular Expression Match Operators

'thomas' ~ 't.*ma' → true

'thomas' ~* 'T.*ma' → true

'thomas' !~ 't.*max' → true

'thomas' !~* 'T.*ma' → false

POSIX regular expressions provide a more powerful means for pattern matching than the LIKE and SIMILAR TO operators. Many Unix tools such as egrep, sed, or awk use a pattern matching language that is similar to the one described here.

A regular expression is a character sequence that is an abbreviated definition of a set of strings (a regular set). A string is said to match a regular expression if it is a member of the regular set described by the regular expression. As with LIKE, pattern characters match string characters exactly unless they are special characters in the regular expression language — but regular expressions use different special characters than LIKE does. Unlike LIKE patterns, a regular expression is allowed to match anywhere within a string, unless the regular expression is explicitly anchored to the beginning or end of the string.

Some examples:

'abcd' ~ 'bc'     → true
'abcd' ~ 'a.c'    → true /* dot matches any character */
'abcd' ~ 'a.*d'   → true /* * repeats the preceding pattern item */
'abcd' ~ '(b|x)'  → true /* | means OR, parentheses group */
'abcd' ~ '^a'     → true /* ^ anchors to start of string */
'abcd' ~ '^(b|c)' → false /* would match except for anchoring */

The POSIX pattern language is described in much greater detail below.

The substring function with two parameters, substring(string from pattern), provides extraction of a substring that matches a POSIX regular expression pattern. It returns null if there is no match, otherwise the first portion of the text that matched the pattern. But if the pattern contains any parentheses, the portion of the text that matched the first parenthesized subexpression (the one whose left parenthesis comes first) is returned. You can put parentheses around the whole expression if you want to use parentheses within it without triggering this exception. If you need parentheses in the pattern before the subexpression you want to extract, see the non-capturing parentheses described below.

Some examples:

substring('foobar' from 'o.b')      → oob
substring('foobar' from 'o(.)b')    → o

The regexp_replace function provides substitution of new text for substrings that match POSIX regular expression patterns. It has the syntax regexp_replace(source, pattern, replacement [, flags ]). The source string is returned unchanged if there is no match to the pattern. If there is a match, the source string is returned with the replacement string substituted for the matching substring. The replacement string can contain \n, where n is 1 through 9, to indicate that the source substring matching the n'th parenthesized subexpression of the pattern should be inserted, and it can contain & to indicate that the substring matching the entire pattern should be inserted. Write \ if you need to put a literal backslash in the replacement text. The flags parameter is an optional text string containing zero or more single-letter flags that change the function's behavior. Flag i specifies case-insensitive matching, while flag g specifies replacement of each matching substring rather than only the first one. Supported flags (though not g) are described in Table 9.24.

Some examples:

regexp_replace('foobarbaz', 'b..', 'X') → fooXbaz
regexp_replace('foobarbaz', 'b..', 'X', 'g') → fooXX
regexp_replace('foobarbaz', 'b(..)', 'X\1Y', 'g') → fooXarYXazY

The regexp_match function returns a text array of captured substring(s) resulting from the first match of a POSIX regular expression pattern to a string. It has the syntax regexp_match(string, pattern [, flags ]). If there is no match, the result is NULL. If a match is found, and the pattern contains no parenthesized subexpressions, then the result is a single-element text array containing the substring matching the whole pattern. If a match is found, and the pattern contains parenthesized subexpressions, then the result is a text array whose n'th element is the substring matching the n'th parenthesized subexpression of the pattern (not counting “non-capturing” parentheses; see below for details). The flags parameter is an optional text string containing zero or more single-letter flags that change the function's behavior. Supported flags are described in Table 9.24.

Some examples:

regexp_match('foobarbequebaz', 'bar.*que') → {barbeque}
regexp_match('foobarbequebaz', '(bar)(beque)') → {bar,beque}

In the common case where you just want the whole matching substring or NULL for no match, write something like

#(regexp_match('foobarbequebaz', 'bar.*que'))[1] → barbeque

The regexp_matches function returns a set of text arrays of captured substring(s) resulting from matching a POSIX regular expression pattern to a string. It has the same syntax as regexp_match. This function returns no rows if there is no match, one row if there is a match and the g flag is not given, or N rows if there are N matches and the g flag is given. Each returned row is a text array containing the whole matched substring or the substrings matching parenthesized subexpressions of the pattern, just as described above for regexp_match. regexp_matches accepts all the flags shown in Table 9.24, plus the g flag which commands it to return all matches, not just the first one.

Some examples:

SELECT * FROM regexp_matches('foo', 'not there') a → [
]

SELECT * FROM regexp_matches('foobarbequebazilbarfbonk', '(b[^b]+)(b[^b]+)', 'g') a → [
{bar,beque}
{bazil,barf}
]

Tip
In most cases regexp_matches() should be used with the g flag, since if you only want the first match, it's easier and more efficient to use regexp_match(). However, regexp_match() only exists in PostgreSQL version 10 and up. When working in older versions, a common trick is to place a regexp_matches() call in a sub-select, for example:

SELECT col1, (SELECT regexp_matches(col2, '(bar)(beque)')) FROM tab;

This produces a text array if there's a match, or NULL if not, the same as regexp_match() would do. Without the sub-select, this query would produce no output at all for table rows without a match, which is typically not the desired behavior.

The regexp_split_to_table function splits a string using a POSIX regular expression pattern as a delimiter. It has the syntax regexp_split_to_table(string, pattern [, flags ]). If there is no match to the pattern, the function returns the string. If there is at least one match, for each match it returns the text from the end of the last match (or the beginning of the string) to the beginning of the match. When there are no more matches, it returns the text from the end of the last match to the end of the string. The flags parameter is an optional text string containing zero or more single-letter flags that change the function's behavior. regexp_split_to_table supports the flags described in Table 9.24.

The regexp_split_to_array function behaves the same as regexp_split_to_table, except that regexp_split_to_array returns its result as an array of text. It has the syntax regexp_split_to_array(string, pattern [, flags ]). The parameters are the same as for regexp_split_to_table.

Some examples:

SELECT foo FROM regexp_split_to_table('the quick brown fox jumps over the lazy dog', '\s+') AS foo → [
the
quick
brown
fox
jumps
over
the
lazy
dog
]

SELECT regexp_split_to_array('the quick brown fox jumps over the lazy dog', '\s+') → {the,quick,brown,fox,jumps,over,the,lazy,dog}

SELECT foo FROM regexp_split_to_table('the quick brown fox', '\s*') AS foo → [
t
h
e
q
u
i
c
k
b
r
o
w
n
f
o
x
]

As the last example demonstrates, the regexp split functions ignore zero-length matches that occur at the start or end of the string or immediately after a previous match. This is contrary to the strict definition of regexp matching that is implemented by regexp_match and regexp_matches, but is usually the most convenient behavior in practice. Other software systems such as Perl use similar definitions.

9.7.3.5. Regular Expression Matching Rules
In the event that an RE could match more than one substring of a given string, the RE matches the one starting earliest in the string. If the RE could match more than one substring starting at that point, either the longest possible match or the shortest possible match will be taken, depending on whether the RE is greedy or non-greedy.

Whether an RE is greedy or not is determined by the following rules:

Most atoms, and all constraints, have no greediness attribute (because they cannot match variable amounts of text anyway).

Adding parentheses around an RE does not change its greediness.

A quantified atom with a fixed-repetition quantifier ({m} or {m}?) has the same greediness (possibly none) as the atom itself.

A quantified atom with other normal quantifiers (including {m,n} with m equal to n) is greedy (prefers longest match).

A quantified atom with a non-greedy quantifier (including {m,n}? with m equal to n) is non-greedy (prefers shortest match).

A branch — that is, an RE that has no top-level | operator — has the same greediness as the first quantified atom in it that has a greediness attribute.

An RE consisting of two or more branches connected by the | operator is always greedy.

The above rules associate greediness attributes not only with individual quantified atoms, but with branches and entire REs that contain quantified atoms. What that means is that the matching is done in such a way that the branch, or whole RE, matches the longest or shortest possible substring as a whole. Once the length of the entire match is determined, the part of it that matches any particular subexpression is determined on the basis of the greediness attribute of that subexpression, with subexpressions starting earlier in the RE taking priority over ones starting later.

An example of what this means:

SUBSTRING('XY1234Z', 'Y*([0-9]{1,3})')  → 123
SUBSTRING('XY1234Z', 'Y*?([0-9]{1,3})') → 1

In the first case, the RE as a whole is greedy because Y* is greedy. It can match beginning at the Y, and it matches the longest possible string starting there, i.e., Y123. The output is the parenthesized part of that, or 123. In the second case, the RE as a whole is non-greedy because Y*? is non-greedy. It can match beginning at the Y, and it matches the shortest possible string starting there, i.e., Y1. The subexpression [0-9]{1,3} is greedy but it cannot change the decision as to the overall match length; so it is forced to match just 1.

In short, when an RE contains both greedy and non-greedy subexpressions, the total match length is either as long as possible or as short as possible, according to the attribute assigned to the whole RE. The attributes assigned to the subexpressions only affect how much of that match they are allowed to “eat” relative to each other.

The quantifiers {1,1} and {1,1}? can be used to force greediness or non-greediness, respectively, on a subexpression or a whole RE. This is useful when you need the whole RE to have a greediness attribute different from what's deduced from its elements. As an example, suppose that we are trying to separate a string containing some digits into the digits and the parts before and after them. We might try to do that like this:

regexp_match('abc01234xyz', '(.*)(\d+)(.*)') → {abc0123,4,xyz}

That didn't work: the first .* is greedy so it “eats” as much as it can, leaving the \d+ to match at the last possible place, the last digit. We might try to fix that by making it non-greedy:

regexp_match('abc01234xyz', '(.*?)(\d+)(.*)') → {abc,0,""}

That didn't work either, because now the RE as a whole is non-greedy and so it ends the overall match as soon as possible. We can get what we want by forcing the RE as a whole to be greedy:

regexp_match('abc01234xyz', '(?:(.*?)(\d+)(.*)){1,1}') → {abc,01234,xyz}

Controlling the RE's overall greediness separately from its components' greediness allows great flexibility in handling variable-length patterns.

When deciding what is a longer or shorter match, match lengths are measured in characters, not collating elements. An empty string is considered longer than no match at all. For example: bb* matches the three middle characters of abbbc; (week|wee)(night|knights) matches all ten characters of weeknights; when (.). is matched against abc the parenthesized subexpression matches all three characters; and when (a*)* is matched against bc both the whole RE and the parenthesized subexpression match an empty string.

If case-independent matching is specified, the effect is much as if all case distinctions had vanished from the alphabet. When an alphabetic that exists in multiple cases appears as an ordinary character outside a bracket expression, it is effectively transformed into a bracket expression containing both cases, e.g., x becomes [xX]. When it appears inside a bracket expression, all case counterparts of it are added to the bracket expression, e.g., [x] becomes [xX] and [^x] becomes [^xX].

If newline-sensitive matching is specified, . and bracket expressions using ^ will never match the newline character (so that matches will not cross lines unless the RE explicitly includes a newline) and ^ and $ will match the empty string after and before a newline respectively, in addition to matching at beginning and end of string respectively. But the ARE escapes \A and \Z continue to match beginning or end of string only. Also, the character class shorthands \D and \W will match a newline regardless of this mode. (Before PostgreSQL 14, they did not match newlines when in newline-sensitive mode. Write [^[:digit:]] or [^[:word:]] to get the old behavior.)

If partial newline-sensitive matching is specified, this affects . and bracket expressions as with newline-sensitive matching, but not ^ and $.

If inverse partial newline-sensitive matching is specified, this affects ^ and $ as with newline-sensitive matching, but not . and bracket expressions. This isn't very useful but is provided for symmetry

9.8. Data Type Formatting Functions

The PostgreSQL formatting functions provide a powerful set of tools for converting various data types (date/time, integer, floating point, numeric) to formatted strings and for converting from formatted strings to specific data types. Table 9.25 lists them. These functions all follow a common calling convention: the first argument is the value to be formatted and the second argument is a template that defines the output or input format.

Table 9.25. Formatting Functions

to_char(timestamp '2002-04-20 17:31:12.66', 'HH12:MI:SS') → 05:31:12

to_char(interval '15h 2m 12s', 'HH24:MI:SS') → 15:02:12

to_char(125, '999') → ' 125'
to_char(125.8::real, '999D9') → ' 125.8'
to_char(-125.8, '999D99S') → '125.80-'

to_date('05 Dec 2000', 'DD Mon YYYY') → '2000-12-05'

to_number('12,454.8-', '99G999D9S') → '-12454.8'

cast(to_timestamp('05 Dec 2000', 'DD Mon YYYY') as timestamp) → '2000-12-05 00:00:00'

Table 9.30 shows some examples of the use of the to_char function.

Table 9.30. to_char Examples

to_char('2000-06-06 05:39:18'::timestamp, 'Day, DD  HH12:MI:SS') → 'Tuesday  , 06  05:39:18'
to_char('2000-06-06 05:39:18'::timestamp, 'FMDay, FMDD  HH12:MI:SS') → 'Tuesday, 6  05:39:18'
to_char(-0.1, '99.99') → '  -.10'
to_char(-0.1, 'FM9.99') → '-.1'
to_char(-0.1, 'FM90.99') → '-0.1'
to_char(0.1, '0.9') → ' 0.1'
to_char(12, '9990999.9') → '    0012.0'
to_char(12, 'FM9990999.9') → '0012.'
to_char(485, '999') → ' 485'
to_char(-485, '999') → '-485'
to_char(485, '9 9 9') → ' 4 8 5'
to_char(1485, '9,999') → ' 1,485'
to_char(1485, '9G999') → ' 1,485'
to_char(148.5, '999.999') → ' 148.500'
to_char(148.5, 'FM999.999') → '148.5'
to_char(148.5, 'FM999.990') → '148.500'
to_char(148.5, '999D999') → ' 148.500'
to_char(3148.5, '9G999D999') → ' 3,148.500'
to_char(-485, '999S') → '485-'
to_char(-485, '999MI') → '485-'
to_char(485, '999MI') → '485 '
to_char(485, 'FM999MI') → '485'
to_char(485, 'PL999') → '+ 485'
to_char(485, 'SG999') → '+485'
to_char(-485, 'SG999') → '-485'
to_char(-485, '9SG99') → '4-85'
to_char(-485, '999PR') → '<485>'
to_char(485, 'L999') → '  485'
to_char(485, 'RN') → '        CDLXXXV'
to_char(485, 'FMRN') → 'CDLXXXV'
to_char(5.2, 'FMRN') → 'V'
to_char(482, '999th') → ' 482nd'
to_char(485, '"Good number:"999') → 'Good number: 485'
to_char(485.8, '"Pre:"999" Post:" .999') → 'Pre: 485 Post: .800'
to_char(12, '99V999') → ' 12000'
to_char(12.4, '99V999') → ' 12400'
to_char(12.45, '99V9') → ' 125'
to_char(0.0004859, '9.99EEEE') → ' 4.86e-04'

9.9. Date/Time Functions and Operators

Table 9.32 shows the available functions for date/time value processing, with details appearing in the following subsections. Table 9.31 illustrates the behaviors of the basic arithmetic operators (+, *, etc.). For formatting functions, refer to Section 9.8. You should be familiar with the background information on date/time data types from Section 8.5.

In addition, the usual comparison operators shown in Table 9.1 are available for the date/time types. Dates and timestamps (with or without time zone) are all comparable, while times (with or without time zone) and intervals can only be compared to other values of the same data type. When comparing a timestamp without time zone to a timestamp with time zone, the former value is assumed to be given in the time zone specified by the TimeZone configuration parameter, and is rotated to UTC for comparison to the latter value (which is already in UTC internally). Similarly, a date value is assumed to represent midnight in the TimeZone zone when comparing it to a timestamp.

All the functions and operators described below that take time or timestamp inputs actually come in two variants: one that takes time with time zone or timestamp with time zone, and one that takes time without time zone or timestamp without time zone. For brevity, these variants are not shown separately. Also, the + and * operators come in commutative pairs (for example both date + integer and integer + date); we show only one of each such pair.

Table 9.31. Date/Time Operators

date '2001-09-28' + 7 → 2001-10-05

date '2001-09-28' + interval '1 hour' → 2001-09-28 01:00:00

date '2001-09-28' + time '03:00' → 2001-09-28 03:00:00

interval '1 day' + interval '1 hour' → 1 day 01:00:00

timestamp '2001-09-28 01:00' + interval '23 hours' → 2001-09-29 00:00:00

time '01:00' + interval '3 hours' → 04:00:00

- interval '23 hours' → -23:00:00

date '2001-10-01' - date '2001-09-28' → 3

date '2001-10-01' - 7 → 2001-09-24

date '2001-09-28' - interval '1 hour' → 2001-09-27 23:00:00

time '05:00' - time '03:00' → 02:00:00

time '05:00' - interval '2 hours' → 03:00:00

timestamp '2001-09-28 23:00' - interval '23 hours' → 2001-09-28 00:00:00

interval '1 day' - interval '1 hour' → 1 day -01:00:00

timestamp '2001-09-29 03:00' - timestamp '2001-07-27 12:00' → 63 days 15:00:00

interval '1 second' * 900 → 00:15:00
interval '1 day' * 21 → 21 days
interval '1 hour' * 3.5 → 03:30:00

interval '1 hour' / 1.5 → 00:40:00

Table 9.32. Date/Time Functions

age(timestamp '2001-04-10', timestamp '1957-06-13') → 43 years 9 mons 27 days

#age(timestamp '1957-06-13') → 62 years 6 mons 10 days

clock_timestamp() ~→ 2019-12-23 14:39:53.662522-05

current_date ~→ 2019-12-23

current_time ~→ 14:39:53.662522-05

current_time(2) ~→ 14:39:53.66-05

current_timestamp ~→ 2019-12-23 14:39:53.662522-05

current_timestamp(0) ~→ 2019-12-23 14:39:53-05

date_bin('15 minutes', timestamp '2001-02-16 20:38:40', timestamp '2001-02-16 20:05:00') → 2001-02-16 20:35:00

date_part('hour', timestamp '2001-02-16 20:38:40') → 20

date_part('month', interval '2 years 3 months') → 3

date_trunc('hour', timestamp '2001-02-16 20:38:40') → 2001-02-16 20:00:00

#date_trunc('day', timestamptz '2001-02-16 20:38:40+00', 'Australia/Sydney') → 2001-02-16 13:00:00+00

date_trunc('hour', interval '2 days 3 hours 40 minutes') → 2 days 03:00:00

extract(hour from timestamp '2001-02-16 20:38:40') → 20

extract(month from interval '2 years 3 months') → 3

isfinite(date '2001-02-16') → true

isfinite(timestamp 'infinity') → false

isfinite(interval '4 hours') → true

justify_days(interval '35 days') → 1 mon 5 days

justify_hours(interval '27 hours') → 1 day 03:00:00

justify_interval(interval '1 mon -1 hour') → 29 days 23:00:00

#localtime ~→ 14:39:53.662522

#localtime(0) ~→ 14:39:53

#localtimestamp ~→ 2019-12-23 14:39:53.662522

#localtimestamp(2) ~→ 2019-12-23 14:39:53.66

make_date(2013, 7, 15) → 2013-07-15

#make_interval(days => 10) → 10 days

make_time(8, 15, 23.5) → 08:15:23.5

make_timestamp(2013, 7, 15, 8, 15, 23.5) → 2013-07-15 08:15:23.5

make_timestamptz(2013, 7, 15, 8, 15, 23.5) ~→ 2013-07-15 08:15:23.5+01
#make_timestamptz(2013, 7, 15, 8, 15, 23.5, 'America/New_York') ~→ 2013-07-15 13:15:23.5+01

now() ~→ 2019-12-23 14:39:53.662522-05

statement_timestamp() ~→ 2019-12-23 14:39:53.662522-05

timeofday() ~→ Mon Dec 23 14:39:53.662522 2019 EST

transaction_timestamp() ~→ 2019-12-23 14:39:53.662522-05

to_timestamp(1284352323) → 2010-09-13 04:32:03+00

In addition to these functions, the SQL OVERLAPS operator is supported: (NOT SUPPORTED)

(start1, end1) OVERLAPS (start2, end2)
(start1, length1) OVERLAPS (start2, length2)

This expression yields true when two time periods (defined by their endpoints) overlap, false when they do not overlap. The endpoints can be specified as pairs of dates, times, or time stamps; or as a date, time, or time stamp followed by an interval. When a pair of values is provided, either the start or the end can be written first; OVERLAPS automatically takes the earlier value of the pair as the start. Each time period is considered to represent the half-open interval start <= time < end, unless start and end are equal in which case it represents that single time instant. This means for instance that two time periods with only an endpoint in common do not overlap.

(DATE '2001-02-16', DATE '2001-12-21') OVERLAPS (DATE '2001-10-30', DATE '2002-10-30') → true
#(DATE '2001-02-16', INTERVAL '100 days') OVERLAPS (DATE '2001-10-30', DATE '2002-10-30') → false
(DATE '2001-10-29', DATE '2001-10-30') OVERLAPS (DATE '2001-10-30', DATE '2001-10-31') → false
(DATE '2001-10-30', DATE '2001-10-30') OVERLAPS (DATE '2001-10-30', DATE '2001-10-31') → true

When adding an interval value to (or subtracting an interval value from) a timestamp with time zone value, the days component advances or decrements the date of the timestamp with time zone by the indicated number of days, keeping the time of day the same. Across daylight saving time changes (when the session time zone is set to a time zone that recognizes DST), this means interval '1 day' does not necessarily equal interval '24 hours'. For example, with the session time zone set to America/Denver:

timestamp with time zone '2005-04-02 12:00:00-07' + interval '1 day' ~→ 2005-04-03 12:00:00-06
timestamp with time zone '2005-04-02 12:00:00-07' + interval '24 hours' ~→ 2005-04-03 13:00:00-06

This happens because an hour was skipped due to a change in daylight saving time at 2005-04-03 02:00:00 in time zone America/Denver.

Note there can be ambiguity in the months field returned by age because different months have different numbers of days. PostgreSQL's approach uses the month from the earlier of the two dates when calculating partial months. For example, age('2004-06-01', '2004-04-30') uses April to yield 1 mon 1 day, while using May would yield 1 mon 2 days because May has 31 days, while April has only 30.

Subtraction of dates and timestamps can also be complex. One conceptually simple way to perform subtraction is to convert each value to a number of seconds using EXTRACT(EPOCH FROM ...), then subtract the results; this produces the number of seconds between the two values. This will adjust for the number of days in each month, timezone changes, and daylight saving time adjustments. Subtraction of date or timestamp values with the “-” operator returns the number of days (24-hours) and hours/minutes/seconds between the values, making the same adjustments. The age function returns years, months, days, and hours/minutes/seconds, performing field-by-field subtraction and then adjusting for negative field values. The following queries illustrate the differences in these approaches. The sample results were produced with timezone = 'US/Eastern'; there is a daylight saving time change between the two dates used:

EXTRACT(EPOCH FROM timestamptz '2013-07-01 12:00:00') - EXTRACT(EPOCH FROM timestamptz '2013-03-01 12:00:00') ~→ 10537200.000000
(EXTRACT(EPOCH FROM timestamptz '2013-07-01 12:00:00') - EXTRACT(EPOCH FROM timestamptz '2013-03-01 12:00:00')) / 60 / 60 / 24 ~→ 121.9583333333333333
timestamptz '2013-07-01 12:00:00' - timestamptz '2013-03-01 12:00:00' ~→ 121 days 23:00:00
age(timestamptz '2013-07-01 12:00:00', timestamptz '2013-03-01 12:00:00') → 4 mons

9.9.1. EXTRACT, date_part

EXTRACT(field FROM source)

The extract function retrieves subfields such as year or hour from date/time values. source must be a value expression of type timestamp, time, or interval. (Expressions of type date are cast to timestamp and can therefore be used as well.) field is an identifier or string that selects what field to extract from the source value. The extract function returns values of type numeric. The following are valid field names:

century
The century

EXTRACT(CENTURY FROM TIMESTAMP '2000-12-16 12:21:13') → 20
EXTRACT(CENTURY FROM TIMESTAMP '2001-02-16 20:38:40') → 21

The first century starts at 0001-01-01 00:00:00 AD, although they did not know it at the time. This definition applies to all Gregorian calendar countries. There is no century number 0, you go from -1 century to 1 century. If you disagree with this, please write your complaint to: Pope, Cathedral Saint-Peter of Roma, Vatican.

day
For timestamp values, the day (of the month) field (1–31) ; for interval values, the number of days

EXTRACT(DAY FROM TIMESTAMP '2001-02-16 20:38:40') → 16
 EXTRACT(DAY FROM INTERVAL '40 days 1 minute') → 40

decade
The year field divided by 10

EXTRACT(DECADE FROM TIMESTAMP '2001-02-16 20:38:40') → 200

dow
The day of the week as Sunday (0) to Saturday (6)

EXTRACT(DOW FROM TIMESTAMP '2001-02-16 20:38:40') → 5

Note that extract's day of the week numbering differs from that of the to_char(..., 'D') function.

doy
The day of the year (1–365/366)

EXTRACT(DOY FROM TIMESTAMP '2001-02-16 20:38:40') → 47

epoch
For timestamp with time zone values, the number of seconds since 1970-01-01 00:00:00 UTC (negative for timestamps before that); for date and timestamp values, the nominal number of seconds since 1970-01-01 00:00:00, without regard to timezone or daylight-savings rules; for interval values, the total number of seconds in the interval

EXTRACT(EPOCH FROM TIMESTAMP WITH TIME ZONE '2001-02-16 20:38:40.12-08') → 982384720.120000
EXTRACT(EPOCH FROM TIMESTAMP '2001-02-16 20:38:40.12') → 982355920.120000
EXTRACT(EPOCH FROM INTERVAL '5 days 3 hours') → 442800.000000

You can convert an epoch value back to a timestamp with time zone with to_timestamp:

to_timestamp(982384720.12) → 2001-02-17 04:38:40.12+00

Beware that applying to_timestamp to an epoch extracted from a date or timestamp value could produce a misleading result: the result will effectively assume that the original value had been given in UTC, which might not be the case.

hour
The hour field (0–23)

EXTRACT(HOUR FROM TIMESTAMP '2001-02-16 20:38:40') → 20

isodow
The day of the week as Monday (1) to Sunday (7)

EXTRACT(ISODOW FROM TIMESTAMP '2001-02-18 20:38:40') → 7

This is identical to dow except for Sunday. This matches the ISO 8601 day of the week numbering.

isoyear
The ISO 8601 week-numbering year that the date falls in (not applicable to intervals)

EXTRACT(ISOYEAR FROM DATE '2006-01-01') → 2005
EXTRACT(ISOYEAR FROM DATE '2006-01-02') → 2006

Each ISO 8601 week-numbering year begins with the Monday of the week containing the 4th of January, so in early January or late December the ISO year may be different from the Gregorian year. See the week field for more information.

This field is not available in PostgreSQL releases prior to 8.3.

julian
The Julian Date corresponding to the date or timestamp (not applicable to intervals). Timestamps that are not local midnight result in a fractional value. See Section B.7 for more information.

EXTRACT(JULIAN FROM DATE '2006-01-01') → 2453737
EXTRACT(JULIAN FROM TIMESTAMP '2006-01-01 12:00') → 2453737.50000000000000000000

microseconds
The seconds field, including fractional parts, multiplied by 1 000 000; note that this includes full seconds

EXTRACT(MICROSECONDS FROM TIME '17:12:28.5') → 28500000

millennium
The millennium

EXTRACT(MILLENNIUM FROM TIMESTAMP '2001-02-16 20:38:40') → 3

Years in the 1900s are in the second millennium. The third millennium started January 1, 2001.

milliseconds
The seconds field, including fractional parts, multiplied by 1000. Note that this includes full seconds.

EXTRACT(MILLISECONDS FROM TIME '17:12:28.5') → 28500.000

minute
The minutes field (0–59)

EXTRACT(MINUTE FROM TIMESTAMP '2001-02-16 20:38:40') → 38

month
For timestamp values, the number of the month within the year (1–12) ; for interval values, the number of months, modulo 12 (0–11)

SELECT EXTRACT(MONTH FROM TIMESTAMP '2001-02-16 20:38:40') → 2
SELECT EXTRACT(MONTH FROM INTERVAL '2 years 3 months') → 3
SELECT EXTRACT(MONTH FROM INTERVAL '2 years 13 months') → 1

quarter
The quarter of the year (1–4) that the date is in

SELECT EXTRACT(QUARTER FROM TIMESTAMP '2001-02-16 20:38:40') → 1

second
The seconds field, including any fractional seconds

SELECT EXTRACT(SECOND FROM TIMESTAMP '2001-02-16 20:38:40') → 40.000000
SELECT EXTRACT(SECOND FROM TIME '17:12:28.5') → 28.500000

timezone
The time zone offset from UTC, measured in seconds. Positive values correspond to time zones east of UTC, negative values to zones west of UTC. (Technically, PostgreSQL does not use UTC because leap seconds are not handled.)

timezone_hour
The hour component of the time zone offset

timezone_minute
The minute component of the time zone offset

week
The number of the ISO 8601 week-numbering week of the year. By definition, ISO weeks start on Mondays and the first week of a year contains January 4 of that year. In other words, the first Thursday of a year is in week 1 of that year.

In the ISO week-numbering system, it is possible for early-January dates to be part of the 52nd or 53rd week of the previous year, and for late-December dates to be part of the first week of the next year. For example, 2005-01-01 is part of the 53rd week of year 2004, and 2006-01-01 is part of the 52nd week of year 2005, while 2012-12-31 is part of the first week of 2013. It's recommended to use the isoyear field together with week to get consistent results.

EXTRACT(WEEK FROM TIMESTAMP '2001-02-16 20:38:40') → 7

year
The year field. Keep in mind there is no 0 AD, so subtracting BC years from AD years should be done with care.

EXTRACT(YEAR FROM TIMESTAMP '2001-02-16 20:38:40') → 2001

Note
When the input value is +/-Infinity, extract returns +/-Infinity for monotonically-increasing fields (epoch, julian, year, isoyear, decade, century, and millennium). For other fields, NULL is returned. PostgreSQL versions before 9.6 returned zero for all cases of infinite input.

The extract function is primarily intended for computational processing. For formatting date/time values for display, see Section 9.8.

The date_part function is modeled on the traditional Ingres equivalent to the SQL-standard function extract:

date_part('field', source)

Note that here the field parameter needs to be a string value, not a name. The valid field names for date_part are the same as for extract. For historical reasons, the date_part function returns values of type double precision. This can result in a loss of precision in certain uses. Using extract is recommended instead.

date_part('day', TIMESTAMP '2001-02-16 20:38:40') → 16
date_part('hour', INTERVAL '4 hours 3 minutes') → 4

9.9.2. date_trunc

The function date_trunc is conceptually similar to the trunc function for numbers.

date_trunc(field, source [, time_zone ])

source is a value expression of type timestamp, timestamp with time zone, or interval. (Values of type date and time are cast automatically to timestamp or interval, respectively.) field selects to which precision to truncate the input value. The return value is likewise of type timestamp, timestamp with time zone, or interval, and it has all fields that are less significant than the selected one set to zero (or one, for day and month).

Valid values for field are:

microseconds
milliseconds
second
minute
hour
day
week
month
quarter
year
decade
century
millennium

When the input value is of type timestamp with time zone, the truncation is performed with respect to a particular time zone; for example, truncation to day produces a value that is midnight in that zone. By default, truncation is done with respect to the current TimeZone setting, but the optional time_zone argument can be provided to specify a different time zone. The time zone name can be specified in any of the ways described in Section 8.5.3.

A time zone cannot be specified when processing timestamp without time zone or interval inputs. These are always taken at face value.

Examples (assuming the local time zone is America/New_York):

date_trunc('hour', TIMESTAMP '2001-02-16 20:38:40') ~→ 2001-02-16 20:00:00
date_trunc('year', TIMESTAMP '2001-02-16 20:38:40') ~→ 2001-01-01 00:00:00
date_trunc('day', TIMESTAMP WITH TIME ZONE '2001-02-16 20:38:40+00') ~→ 2001-02-16 00:00:00-05
#date_trunc('day', TIMESTAMP WITH TIME ZONE '2001-02-16 20:38:40+00', 'Australia/Sydney') ~→ 2001-02-16 08:00:00-05
date_trunc('hour', INTERVAL '3 days 02:47:33') → 3 days 02:00:00

9.9.3. date_bin

The function date_bin “bins” the input timestamp into the specified interval (the stride) aligned with a specified origin.

date_bin(stride, source, origin)

source is a value expression of type timestamp or timestamp with time zone. (Values of type date are cast automatically to timestamp.) stride is a value expression of type interval. The return value is likewise of type timestamp or timestamp with time zone, and it marks the beginning of the bin into which the source is placed.

Examples:

date_bin('15 minutes', TIMESTAMP '2020-02-11 15:44:17', TIMESTAMP '2001-01-01') → 2020-02-11 15:30:00
date_bin('15 minutes', TIMESTAMP '2020-02-11 15:44:17', TIMESTAMP '2001-01-01 00:02:30') → 2020-02-11 15:32:30

In the case of full units (1 minute, 1 hour, etc.), it gives the same result as the analogous date_trunc call, but the difference is that date_bin can truncate to an arbitrary interval.

The stride interval must be greater than zero and cannot contain units of month or larger.

9.9.4. AT TIME ZONE

The AT TIME ZONE operator converts time stamp without time zone to/from time stamp with time zone, and time with time zone values to different time zones. Table 9.33 shows its variants. (NOT SUPPORTED)

Table 9.33. AT TIME ZONE Variants

In these expressions, the desired time zone zone can be specified either as a text value (e.g., 'America/Los_Angeles') or as an interval (e.g., INTERVAL '-08:00'). In the text case, a time zone name can be specified in any of the ways described in Section 8.5.3. The interval case is only useful for zones that have fixed offsets from UTC, so it is not very common in practice.

Examples (assuming the current TimeZone setting is America/Los_Angeles):

#TIMESTAMP '2001-02-16 20:38:40' AT TIME ZONE 'America/Denver' ~→ 2001-02-16 19:38:40-08
#TIMESTAMP WITH TIME ZONE '2001-02-16 20:38:40-05' AT TIME ZONE 'America/Denver' ~→ 2001-02-16 18:38:40
#TIMESTAMP '2001-02-16 20:38:40' AT TIME ZONE 'Asia/Tokyo' AT TIME ZONE 'America/Chicago' ~→ 2001-02-16 05:38:40

The first example adds a time zone to a value that lacks it, and displays the value using the current TimeZone setting. The second example shifts the time stamp with time zone value to the specified time zone, and returns the value without a time zone. This allows storage and display of values different from the current TimeZone setting. The third example converts Tokyo time to Chicago time.

The function timezone(zone, timestamp) is equivalent to the SQL-conforming construct timestamp AT TIME ZONE zone.

9.9.5. Current Date/Time

PostgreSQL provides a number of functions that return values related to the current date and time. These SQL-standard functions all return values based on the start time of the current transaction:

CURRENT_DATE
CURRENT_TIME
CURRENT_TIMESTAMP
CURRENT_TIME(precision)
CURRENT_TIMESTAMP(precision)
LOCALTIME
LOCALTIMESTAMP
LOCALTIME(precision)
LOCALTIMESTAMP(precision)

CURRENT_TIME and CURRENT_TIMESTAMP deliver values with time zone; LOCALTIME and LOCALTIMESTAMP deliver values without time zone.

CURRENT_TIME, CURRENT_TIMESTAMP, LOCALTIME, and LOCALTIMESTAMP can optionally take a precision parameter, which causes the result to be rounded to that many fractional digits in the seconds field. Without a precision parameter, the result is given to the full available precision.

Some examples:

CURRENT_TIME ~→ 14:39:53.662522-05
CURRENT_DATE ~→ 2019-12-23
CURRENT_TIMESTAMP ~→ 2019-12-23 14:39:53.662522-05
CURRENT_TIMESTAMP(2) ~→ 2019-12-23 14:39:53.66-05
#LOCALTIMESTAMP ~→ 2019-12-23 14:39:53.662522

Since these functions return the start time of the current transaction, their values do not change during the transaction. This is considered a feature: the intent is to allow a single transaction to have a consistent notion of the “current” time, so that multiple modifications within the same transaction bear the same time stamp.

Note
Other database systems might advance these values more frequently.

PostgreSQL also provides functions that return the start time of the current statement, as well as the actual current time at the instant the function is called. The complete list of non-SQL-standard time functions is:

transaction_timestamp()
statement_timestamp()
clock_timestamp()
timeofday()
now()

transaction_timestamp() is equivalent to CURRENT_TIMESTAMP, but is named to clearly reflect what it returns. statement_timestamp() returns the start time of the current statement (more specifically, the time of receipt of the latest command message from the client). statement_timestamp() and transaction_timestamp() return the same value during the first command of a transaction, but might differ during subsequent commands. clock_timestamp() returns the actual current time, and therefore its value changes even within a single SQL command. timeofday() is a historical PostgreSQL function. Like clock_timestamp(), it returns the actual current time, but as a formatted text string rather than a timestamp with time zone value. now() is a traditional PostgreSQL equivalent to transaction_timestamp().

All the date/time data types also accept the special literal value now to specify the current date and time (again, interpreted as the transaction start time). Thus, the following three all return the same result:

SELECT CURRENT_TIMESTAMP;
SELECT now();
SELECT TIMESTAMP 'now';  /* but see tip below */

Tip
Do not use the third form when specifying a value to be evaluated later, for example in a DEFAULT clause for a table column. The system will convert now to a timestamp as soon as the constant is parsed, so that when the default value is needed, the time of the table creation would be used! The first two forms will not be evaluated until the default value is used, because they are function calls. Thus they will give the desired behavior of defaulting to the time of row insertion. (See also Section 8.5.1.4.)

9.9.6. Delaying Execution

The following functions are available to delay execution of the server process:

pg_sleep ( double precision )
pg_sleep_for ( interval )
pg_sleep_until ( timestamp with time zone )

pg_sleep makes the current session's process sleep until the given number of seconds have elapsed. Fractional-second delays can be specified. pg_sleep_for is a convenience function to allow the sleep time to be specified as an interval. pg_sleep_until is a convenience function for when a specific wake-up time is desired. For example:

SELECT pg_sleep(1.5);
SELECT pg_sleep_for('5 minutes');
SELECT pg_sleep_until('tomorrow 03:00');

Note
The effective resolution of the sleep interval is platform-specific; 0.01 seconds is a common value. The sleep delay will be at least as long as specified. It might be longer depending on factors such as server load. In particular, pg_sleep_until is not guaranteed to wake up exactly at the specified time, but it will not wake up any earlier.

Warning
Make sure that your session does not hold more locks than necessary when calling pg_sleep or its variants. Otherwise other sessions might have to wait for your sleeping process, slowing down the entire system.

9.10. Enum Support Functions (NOT SUPPORTED)

9.11. Geometric Functions and Operators

The geometric types point, box, lseg, line, path, polygon, and circle have a large set of native support functions and operators, shown in Table 9.35, Table 9.36, and Table 9.37.

Table 9.35. Geometric Operators

box '(1,1),(0,0)' + point '(2,0)' → (3,1),(2,0)

path '[(0,0),(1,1)]' + path '[(2,2),(3,3),(4,4)]' → [(0,0),(1,1),(2,2),(3,3),(4,4)]

box '(1,1),(0,0)' - point '(2,0)' → (-1,1),(-2,0)

path '((0,0),(1,0),(1,1))' * point '(3.0,0)' → ((0,0),(3,0),(3,3))
path '((0,0),(1,0),(1,1))' * point(cosd(45), sind(45)) → ((0,0),(0.7071067811865475,0.7071067811865475),(0,1.414213562373095))

path '((0,0),(1,0),(1,1))' / point '(2.0,0)' → ((0,0),(0.5,0),(0.5,0.5))
path '((0,0),(1,0),(1,1))' / point(cosd(45), sind(45)) → ((0,0),(0.7071067811865476,-0.7071067811865476),(1.4142135623730951,0))

@-@ path '[(0,0),(1,0),(1,1)]' → 2

@@ box '(2,2),(0,0)' → (1,1)

# path '((1,0),(0,1),(-1,0))' → 3

lseg '[(0,0),(1,1)]' # lseg '[(1,0),(0,1)]' → (0.5,0.5)

box '(2,2),(-1,-1)' # box '(1,1),(-2,-2)' → (1,1),(-1,-1)

point '(0,0)' ## lseg '[(2,0),(0,2)]' → (1,1)

circle '<(0,0),1>' <-> circle '<(5,0),1>' → 3

circle '<(0,0),2>' @> point '(1,1)' → true

point '(1,1)' <@ circle '<(0,0),2>' → true

box '(1,1),(0,0)' && box '(2,2),(0,0)' → true

circle '<(0,0),1>' << circle '<(5,0),1>' → true

circle '<(5,0),1>' >> circle '<(0,0),1>' → true

box '(1,1),(0,0)' &< box '(2,2),(0,0)' → true

box '(3,3),(0,0)' &> box '(2,2),(0,0)' → true

box '(3,3),(0,0)' <<| box '(5,5),(3,4)' → true

box '(5,5),(3,4)' |>> box '(3,3),(0,0)' → true

box '(1,1),(0,0)' &<| box '(2,2),(0,0)' → true

box '(3,3),(0,0)' |&> box '(2,2),(0,0)' → true

box '((1,1),(0,0))' <^ box '((2,2),(1,1))' → true

box '((2,2),(1,1))' >^ box '((1,1),(0,0))' → true

lseg '[(-1,0),(1,0)]' ?# box '(2,2),(-2,-2)' → true

?- lseg '[(-1,0),(1,0)]' → true

point '(1,0)' ?- point '(0,0)' → true

?| lseg '[(-1,0),(1,0)]' → false

point '(0,1)' ?| point '(0,0)' → true

lseg '[(0,0),(0,1)]' ?-| lseg '[(0,0),(1,0)]' → true

lseg '[(-1,0),(1,0)]' ?|| lseg '[(-1,2),(1,2)]' → true

polygon '((0,0),(1,1))' ~= polygon '((1,1),(0,0))' → true

[a] “Rotating” a box with these operators only moves its corner points: the box is still considered to have sides parallel to the axes. Hence the box's size is not preserved, as a true rotation would do.

Caution
Note that the “same as” operator, ~=, represents the usual notion of equality for the point, box, polygon, and circle types. Some of the geometric types also have an = operator, but = compares for equal areas only. The other scalar comparison operators (<= and so on), where available for these types, likewise compare areas.

Note
Before PostgreSQL 14, the point is strictly below/above comparison operators point <<| point and point |>> point were respectively called <^ and >^. These names are still available, but are deprecated and will eventually be removed.

Table 9.36. Geometric Functions

area(box '(2,2),(0,0)') → 4

center(box '(1,2),(0,0)') → (0.5,1)

diagonal(box '(1,2),(0,0)') → [(1,2),(0,0)]

diameter(circle '<(0,0),2>') → 4

height(box '(1,2),(0,0)') → 2

isclosed(path '((0,0),(1,1),(2,0))') → true

isopen(path '[(0,0),(1,1),(2,0)]') → true

length(path '((-1,0),(1,0))') → 4

npoints(path '[(0,0),(1,1),(2,0)]') → 3

pclose(path '[(0,0),(1,1),(2,0)]') → ((0,0),(1,1),(2,0))

popen(path '((0,0),(1,1),(2,0))') → [(0,0),(1,1),(2,0)]

radius(circle '<(0,0),2>') → 2

slope(point '(0,0)', point '(2,1)') → 0.5

width(box '(1,2),(0,0)') → 1

Table 9.37. Geometric Type Conversion Functions

box(circle '<(0,0),2>') → (1.414213562373095,1.414213562373095),(-1.414213562373095,-1.414213562373095)

box(point '(1,0)') → (1,0),(1,0)

box(point '(0,1)', point '(1,0)') → (1,1),(0,0)

box(polygon '((0,0),(1,1),(2,0))') → (2,1),(0,0)

bound_box(box '(1,1),(0,0)', box '(4,4),(3,3)') → (4,4),(0,0)

circle(box '(1,1),(0,0)') → <(0.5,0.5),0.7071067811865476>

circle(point '(0,0)', 2.0) → <(0,0),2>

circle(polygon '((0,0),(1,3),(2,0))') → <(1,1),1.6094757082487299>

line(point '(-1,0)', point '(1,0)') → {0,-1,0}

lseg(box '(1,0),(-1,0)') → [(1,0),(-1,0)]

lseg(point '(-1,0)', point '(1,0)') → [(-1,0),(1,0)]

path(polygon '((0,0),(1,1),(2,0))') → ((0,0),(1,1),(2,0))

point(23.4, -44.5) → (23.4,-44.5)

point(box '(1,0),(-1,0)') → (0,0)

point(circle '<(0,0),2>') → (0,0)

point(lseg '[(-1,0),(1,0)]') → (0,0)

point(polygon '((0,0),(1,1),(2,0))') → (1,0.3333333333333333)

polygon(box '(1,1),(0,0)') → ((0,0),(0,1),(1,1),(1,0))

#polygon(circle '<(0,0),2>') → ((-2,0),​(-1.7320508075688774,0.9999999999999999),​(-1.0000000000000002,1.7320508075688772),​(-1.2246063538223773e-16,2),​(0.9999999999999996,1.7320508075688774),​(1.732050807568877,1.0000000000000007),​(2,2.4492127076447545e-16),​(1.7320508075688776,-0.9999999999999994),​(1.0000000000000009,-1.7320508075688767),​(3.673819061467132e-16,-2),​(-0.9999999999999987,-1.732050807568878),​(-1.7320508075688767,-1.0000000000000009))

polygon(path '((0,0),(1,1),(2,0))') → ((0,0),(1,1),(2,0))

9.12. Network Address Functions and Operators

The IP network address types, cidr and inet, support the usual comparison operators shown in Table 9.1 as well as the specialized operators and functions shown in Table 9.38 and Table 9.39.

Any cidr value can be cast to inet implicitly; therefore, the operators and functions shown below as operating on inet also work on cidr values. (Where there are separate functions for inet and cidr, it is because the behavior should be different for the two cases.) Also, it is permitted to cast an inet value to cidr. When this is done, any bits to the right of the netmask are silently zeroed to create a valid cidr value.

Table 9.38. IP Address Operators

inet '192.168.1.5' << inet '192.168.1/24' → true
inet '192.168.0.5' << inet '192.168.1/24' → false
inet '192.168.1/24' << inet '192.168.1/24' → false

inet '192.168.1/24' <<= inet '192.168.1/24' → true

inet '192.168.1/24' >> inet '192.168.1.5' → true

inet '192.168.1/24' >>= inet '192.168.1/24' → true

inet '192.168.1/24' && inet '192.168.1.80/28' → true
inet '192.168.1/24' && inet '192.168.2.0/28' → false

~ inet '192.168.1.6' → 63.87.254.249

inet '192.168.1.6' & inet '0.0.0.255' → 0.0.0.6

inet '192.168.1.6' | inet '0.0.0.255' → 192.168.1.255

inet '192.168.1.6' + 25 → 192.168.1.31

#200 + inet '::ffff:fff0:1' → ::ffff:255.240.0.201

inet '192.168.1.43' - 36 → 192.168.1.7

inet '192.168.1.43' - inet '192.168.1.19' → 24
inet '::1' - inet '::ffff:1' → -4294901760

Table 9.39. IP Address Functions

abbrev(inet '10.1.0.0/32') → 10.1.0.0