Strings

Strings are finite sequences of characters. Of course, the real trouble comes when one asks what a character is. The characters that English speakers are familiar with are the letters A, B, C, etc., together with numerals and common punctuation symbols. These characters are standardized together with a mapping to integer values between 0 and 127 by the ASCII standard. There are, of course, many other characters used in non-English languages, including variants of the ASCII characters with accents and other modifications, related scripts such as Cyrillic and Greek, and scripts completely unrelated to ASCII and English, including Arabic, Chinese, Hebrew, Hindi, Japanese, and Korean. The Unicode standard tackles the complexities of what exactly a character is, and is generally accepted as the definitive standard addressing this problem. Depending on your needs, you can either ignore these complexities entirely and just pretend that only ASCII characters exist, or you can write code that can handle any of the characters or encodings that one may encounter when handling non-ASCII text. Julia makes dealing with plain ASCII text simple and efficient, and handling Unicode is as simple and efficient as possible. In particular, you can write C-style string code to process ASCII strings, and they will work as expected, both in terms of performance and semantics. If such code encounters non-ASCII text, it will gracefully fail with a clear error message, rather than silently introducing corrupt results. When this happens, modifying the code to handle non-ASCII data is straightforward.

There are a few noteworthy high-level features about Julia’s strings:

  • The built-in concrete type used for strings (and string literals) in Julia is String. This supports the full range of Unicode characters via the UTF-8 encoding. (A transcode function is provided to convert to/from other Unicode encodings.)
  • All string types are subtypes of the abstract type AbstractString, and external packages define additional AbstractString subtypes (e.g. for other encodings). If you define a function expecting a string argument, you should declare the type as AbstractString in order to accept any string type.
  • Like C and Java, but unlike most dynamic languages, Julia has a first-class type for representing a single character, called AbstractChar. The built-in Char subtype of AbstractChar is a 32-bit primitive type that can represent any Unicode character (and which is based on the UTF-8 encoding).
  • As in Java, strings are immutable: the value of an AbstractString object cannot be changed. To construct a different string value, you construct a new string from parts of other strings.
  • Conceptually, a string is a partial function from indices to characters: for some index values, no character value is returned, and instead an exception is thrown. This allows for efficient indexing into strings by the byte index of an encoded representation rather than by a character index, which cannot be implemented both efficiently and simply for variable-width encodings of Unicode strings.

Characters

A Char value represents a single character: it is just a 32-bit primitive type with a special literal representation and appropriate arithmetic behaviors, and which can be converted to a numeric value representing a Unicode code point. (Julia packages may define other subtypes of AbstractChar, e.g. to optimize operations for other text encodings.) Here is how Char values are input and shown:

  1. julia> c = 'x'
  2. 'x': ASCII/Unicode U+0078 (category Ll: Letter, lowercase)
  4. julia> typeof(c)
  5. Char

You can easily convert a Char to its integer value, i.e. code point:

  1. julia> c = Int('x')
  2. 120
  4. julia> typeof(c)
  5. Int64

On 32-bit architectures, typeof(c) will be Int32. You can convert an integer value back to a Char just as easily:

  1. julia> Char(120)
  2. 'x': ASCII/Unicode U+0078 (category Ll: Letter, lowercase)

Not all integer values are valid Unicode code points, but for performance, the Char conversion does not check that every character value is valid. If you want to check that each converted value is a valid code point, use the isvalid function:

  1. julia> Char(0x110000)
  2. '\U110000': Unicode U+110000 (category In: Invalid, too high)
  4. julia> isvalid(Char, 0x110000)
  5. false

As of this writing, the valid Unicode code points are U+0000 through U+D7FF and U+E000 through U+10FFFF. These have not all been assigned intelligible meanings yet, nor are they necessarily interpretable by applications, but all of these values are considered to be valid Unicode characters.

You can input any Unicode character in single quotes using \u followed by up to four hexadecimal digits or \U followed by up to eight hexadecimal digits (the longest valid value only requires six):

  1. julia> '\u0'
  2. '\0': ASCII/Unicode U+0000 (category Cc: Other, control)
  4. julia> '\u78'
  5. 'x': ASCII/Unicode U+0078 (category Ll: Letter, lowercase)
  7. julia> '\u2200'
  8. '∀': Unicode U+2200 (category Sm: Symbol, math)
  10. julia> '\U10ffff'
  11. '\U10ffff': Unicode U+10FFFF (category Cn: Other, not assigned)

Julia uses your system’s locale and language settings to determine which characters can be printed as-is and which must be output using the generic, escaped \u or \U input forms. In addition to these Unicode escape forms, all of C’s traditional escaped input forms can also be used:

  1. julia> Int('\0')
  2. 0
  4. julia> Int('\t')
  5. 9
  7. julia> Int('\n')
  8. 10
  10. julia> Int('\e')
  11. 27
  13. julia> Int('\x7f')
  14. 127
  16. julia> Int('\177')
  17. 127

You can do comparisons and a limited amount of arithmetic with Char values:

  1. julia> 'A' < 'a'
  2. true
  4. julia> 'A' <= 'a' <= 'Z'
  5. false
  7. julia> 'A' <= 'X' <= 'Z'
  8. true
  10. julia> 'x' - 'a'
  11. 23
  13. julia> 'A' + 1
  14. 'B': ASCII/Unicode U+0042 (category Lu: Letter, uppercase)

String Basics

String literals are delimited by double quotes or triple double quotes:

  1. julia> str = "Hello, world.\n"
  2. "Hello, world.\n"
  4. julia> """Contains "quote" characters"""
  5. "Contains \"quote\" characters"

Long lines in strings can be broken up by preceding the newline with a backslash (\):

  1. julia> "This is a long \
  2.        line"
  3. "This is a long line"

If you want to extract a character from a string, you index into it:

  1. julia> str[begin]
  2. 'H': ASCII/Unicode U+0048 (category Lu: Letter, uppercase)
  4. julia> str[1]
  5. 'H': ASCII/Unicode U+0048 (category Lu: Letter, uppercase)
  7. julia> str[6]
  8. ',': ASCII/Unicode U+002C (category Po: Punctuation, other)
  10. julia> str[end]
  11. '\n': ASCII/Unicode U+000A (category Cc: Other, control)

Many Julia objects, including strings, can be indexed with integers. The index of the first element (the first character of a string) is returned by firstindex(str), and the index of the last element (character) with lastindex(str). The keywords begin and end can be used inside an indexing operation as shorthand for the first and last indices, respectively, along the given dimension. String indexing, like most indexing in Julia, is 1-based: firstindex always returns 1 for any AbstractString. As we will see below, however, lastindex(str) is not in general the same as length(str) for a string, because some Unicode characters can occupy multiple “code units”.

You can perform arithmetic and other operations with end, just like a normal value:

  1. julia> str[end-1]
  2. '.': ASCII/Unicode U+002E (category Po: Punctuation, other)
  4. julia> str[end÷2]
  5. ' ': ASCII/Unicode U+0020 (category Zs: Separator, space)

Using an index less than begin (1) or greater than end raises an error:

  1. julia> str[begin-1]
  2. ERROR: BoundsError: attempt to access 14-codeunit String at index [0]
  3. [...]
  5. julia> str[end+1]
  6. ERROR: BoundsError: attempt to access 14-codeunit String at index [15]
  7. [...]

You can also extract a substring using range indexing:

  1. julia> str[4:9]
  2. "lo, wo"

Notice that the expressions str[k] and str[k:k] do not give the same result:

  1. julia> str[6]
  2. ',': ASCII/Unicode U+002C (category Po: Punctuation, other)
  4. julia> str[6:6]
  5. ","

The former is a single character value of type Char, while the latter is a string value that happens to contain only a single character. In Julia these are very different things.

Range indexing makes a copy of the selected part of the original string. Alternatively, it is possible to create a view into a string using the type SubString, for example:

  1. julia> str = "long string"
  2. "long string"
  4. julia> substr = SubString(str, 1, 4)
  5. "long"
  7. julia> typeof(substr)
  8. SubString{String}

Several standard functions like chop, chomp or strip return a SubString.

Unicode and UTF-8

Julia fully supports Unicode characters and strings. As discussed above, in character literals, Unicode code points can be represented using Unicode \u and \U escape sequences, as well as all the standard C escape sequences. These can likewise be used to write string literals:

  1. julia> s = "\u2200 x \u2203 y"
  2. "∀ x ∃ y"

Whether these Unicode characters are displayed as escapes or shown as special characters depends on your terminal’s locale settings and its support for Unicode. String literals are encoded using the UTF-8 encoding. UTF-8 is a variable-width encoding, meaning that not all characters are encoded in the same number of bytes (“code units”). In UTF-8, ASCII characters — i.e. those with code points less than 0x80 (128) – are encoded as they are in ASCII, using a single byte, while code points 0x80 and above are encoded using multiple bytes — up to four per character.

String indices in Julia refer to code units (= bytes for UTF-8), the fixed-width building blocks that are used to encode arbitrary characters (code points). This means that not every index into a String is necessarily a valid index for a character. If you index into a string at such an invalid byte index, an error is thrown:

  1. julia> s[1]
  2. '∀': Unicode U+2200 (category Sm: Symbol, math)
  4. julia> s[2]
  5. ERROR: StringIndexError: invalid index [2], valid nearby indices [1]=>'∀', [4]=>' '
  6. Stacktrace:
  7. [...]
  9. julia> s[3]
  10. ERROR: StringIndexError: invalid index [3], valid nearby indices [1]=>'∀', [4]=>' '
  11. Stacktrace:
  12. [...]
  14. julia> s[4]
  15. ' ': ASCII/Unicode U+0020 (category Zs: Separator, space)

In this case, the character ∀ is a three-byte character, so the indices 2 and 3 are invalid and the next character’s index is 4; this next valid index can be computed by nextind(s,1), and the next index after that by nextind(s,4) and so on.

Since end is always the last valid index into a collection, end-1 references an invalid byte index if the second-to-last character is multibyte.

  1. julia> s[end-1]
  2. ' ': ASCII/Unicode U+0020 (category Zs: Separator, space)
  4. julia> s[end-2]
  5. ERROR: StringIndexError: invalid index [9], valid nearby indices [7]=>'∃', [10]=>' '
  6. Stacktrace:
  7. [...]
  9. julia> s[prevind(s, end, 2)]
  10. '∃': Unicode U+2203 (category Sm: Symbol, math)

The first case works, because the last character y and the space are one-byte characters, whereas end-2 indexes into the middle of the ∃ multibyte representation. The correct way for this case is using prevind(s, lastindex(s), 2) or, if you’re using that value to index into s you can write s[prevind(s, end, 2)] and end expands to lastindex(s).

Extraction of a substring using range indexing also expects valid byte indices or an error is thrown:

  1. julia> s[1:1]
  2. "∀"
  4. julia> s[1:2]
  5. ERROR: StringIndexError: invalid index [2], valid nearby indices [1]=>'∀', [4]=>' '
  6. Stacktrace:
  7. [...]
  9. julia> s[1:4]
  10. "∀ "

Because of variable-length encodings, the number of characters in a string (given by length(s)) is not always the same as the last index. If you iterate through the indices 1 through lastindex(s) and index into s, the sequence of characters returned when errors aren’t thrown is the sequence of characters comprising the string s. Thus length(s) <= lastindex(s), since each character in a string must have its own index. The following is an inefficient and verbose way to iterate through the characters of s:

  1. julia> for i = firstindex(s):lastindex(s)
  2.            try
  3.                println(s[i])
  4.            catch
  5.                # ignore the index error
  6.            end
  7.        end
  8. ∀
  10. x
  12. ∃
  14. y

The blank lines actually have spaces on them. Fortunately, the above awkward idiom is unnecessary for iterating through the characters in a string, since you can just use the string as an iterable object, no exception handling required:

  1. julia> for c in s
  2.            println(c)
  3.        end
  4. ∀
  6. x
  8. ∃
  10. y

If you need to obtain valid indices for a string, you can use the nextind and prevind functions to increment/decrement to the next/previous valid index, as mentioned above. You can also use the eachindex function to iterate over the valid character indices:

  1. julia> collect(eachindex(s))
  2. 7-element Vector{Int64}:
  3.   1
  4.   4
  5.   5
  6.   6
  7.   7
  8.  10
  9.  11

To access the raw code units (bytes for UTF-8) of the encoding, you can use the codeunit(s,i) function, where the index i runs consecutively from 1 to ncodeunits(s). The codeunits(s) function returns an AbstractVector{UInt8} wrapper that lets you access these raw codeunits (bytes) as an array.

Strings in Julia can contain invalid UTF-8 code unit sequences. This convention allows to treat any byte sequence as a String. In such situations a rule is that when parsing a sequence of code units from left to right characters are formed by the longest sequence of 8-bit code units that matches the start of one of the following bit patterns (each x can be 0 or 1):

  • 0xxxxxxx;
  • 110xxxxx 10xxxxxx;
  • 1110xxxx 10xxxxxx 10xxxxxx;
  • 11110xxx 10xxxxxx 10xxxxxx 10xxxxxx;
  • 10xxxxxx;
  • 11111xxx.

In particular this means that overlong and too-high code unit sequences and prefixes thereof are treated as a single invalid character rather than multiple invalid characters. This rule may be best explained with an example:

  1. julia> s = "\xc0\xa0\xe2\x88\xe2|"
  2. "\xc0\xa0\xe2\x88\xe2|"
  4. julia> foreach(display, s)
  5. '\xc0\xa0': [overlong] ASCII/Unicode U+0020 (category Zs: Separator, space)
  6. '\xe2\x88': Malformed UTF-8 (category Ma: Malformed, bad data)
  7. '\xe2': Malformed UTF-8 (category Ma: Malformed, bad data)
  8. '|': ASCII/Unicode U+007C (category Sm: Symbol, math)
  10. julia> isvalid.(collect(s))
  11. 4-element BitArray{1}:
  12.  0
  13.  0
  14.  0
  15.  1
  17. julia> s2 = "\xf7\xbf\xbf\xbf"
  18. "\U1fffff"
  20. julia> foreach(display, s2)
  21. '\U1fffff': Unicode U+1FFFFF (category In: Invalid, too high)

We can see that the first two code units in the string s form an overlong encoding of space character. It is invalid, but is accepted in a string as a single character. The next two code units form a valid start of a three-byte UTF-8 sequence. However, the fifth code unit \xe2 is not its valid continuation. Therefore code units 3 and 4 are also interpreted as malformed characters in this string. Similarly code unit 5 forms a malformed character because | is not a valid continuation to it. Finally the string s2 contains one too high code point.

Julia uses the UTF-8 encoding by default, and support for new encodings can be added by packages. For example, the LegacyStrings.jl package implements UTF16String and UTF32String types. Additional discussion of other encodings and how to implement support for them is beyond the scope of this document for the time being. For further discussion of UTF-8 encoding issues, see the section below on byte array literals. The transcode function is provided to convert data between the various UTF-xx encodings, primarily for working with external data and libraries.

Concatenation

One of the most common and useful string operations is concatenation:

  1. julia> greet = "Hello"
  2. "Hello"
  4. julia> whom = "world"
  5. "world"
  7. julia> string(greet, ", ", whom, ".\n")
  8. "Hello, world.\n"

It’s important to be aware of potentially dangerous situations such as concatenation of invalid UTF-8 strings. The resulting string may contain different characters than the input strings, and its number of characters may be lower than sum of numbers of characters of the concatenated strings, e.g.:

  1. julia> a, b = "\xe2\x88", "\x80"
  2. ("\xe2\x88", "\x80")
  4. julia> c = a*b
  5. "∀"
  7. julia> collect.([a, b, c])
  8. 3-element Array{Array{Char,1},1}:
  9.  ['\xe2\x88']
  10.  ['\x80']
  11.  ['∀']
  13. julia> length.([a, b, c])
  14. 3-element Array{Int64,1}:
  15.  1
  16.  1
  17.  1

This situation can happen only for invalid UTF-8 strings. For valid UTF-8 strings concatenation preserves all characters in strings and additivity of string lengths.

Julia also provides * for string concatenation:

  1. julia> greet * ", " * whom * ".\n"
  2. "Hello, world.\n"

While * may seem like a surprising choice to users of languages that provide + for string concatenation, this use of * has precedent in mathematics, particularly in abstract algebra.

In mathematics, + usually denotes a commutative operation, where the order of the operands does not matter. An example of this is matrix addition, where A + B == B + A for any matrices A and B that have the same shape. In contrast, * typically denotes a noncommutative operation, where the order of the operands does matter. An example of this is matrix multiplication, where in general A * B != B * A. As with matrix multiplication, string concatenation is noncommutative: greet * whom != whom * greet. As such, * is a more natural choice for an infix string concatenation operator, consistent with common mathematical use.

More precisely, the set of all finite-length strings S together with the string concatenation operator * forms a free monoid (S, *). The identity element of this set is the empty string, "". Whenever a free monoid is not commutative, the operation is typically represented as \cdot, *, or a similar symbol, rather than +, which as stated usually implies commutativity.

Interpolation

Constructing strings using concatenation can become a bit cumbersome, however. To reduce the need for these verbose calls to string or repeated multiplications, Julia allows interpolation into string literals using $, as in Perl:

  1. julia> "$greet, $whom.\n"
  2. "Hello, world.\n"

This is more readable and convenient and equivalent to the above string concatenation – the system rewrites this apparent single string literal into the call string(greet, ", ", whom, ".\n").

The shortest complete expression after the $ is taken as the expression whose value is to be interpolated into the string. Thus, you can interpolate any expression into a string using parentheses:

  1. julia> "1 + 2 = $(1 + 2)"
  2. "1 + 2 = 3"

Both concatenation and string interpolation call string to convert objects into string form. However, string actually just returns the output of print, so new types should add methods to print or show instead of string.

Most non-AbstractString objects are converted to strings closely corresponding to how they are entered as literal expressions:

  1. julia> v = [1,2,3]
  2. 3-element Vector{Int64}:
  3.  1
  4.  2
  5.  3
  7. julia> "v: $v"
  8. "v: [1, 2, 3]"

string is the identity for AbstractString and AbstractChar values, so these are interpolated into strings as themselves, unquoted and unescaped:

  1. julia> c = 'x'
  2. 'x': ASCII/Unicode U+0078 (category Ll: Letter, lowercase)
  4. julia> "hi, $c"
  5. "hi, x"

To include a literal $ in a string literal, escape it with a backslash:

  1. julia> print("I have \$100 in my account.\n")
  2. I have $100 in my account.

Triple-Quoted String Literals

When strings are created using triple-quotes ("""...""") they have some special behavior that can be useful for creating longer blocks of text.

First, triple-quoted strings are also dedented to the level of the least-indented line. This is useful for defining strings within code that is indented. For example:

  1. julia> str = """
  2.            Hello,
  3.            world.
  4.          """
  5. "  Hello,\n  world.\n"

In this case the final (empty) line before the closing """ sets the indentation level.

The dedentation level is determined as the longest common starting sequence of spaces or tabs in all lines, excluding the line following the opening """ and lines containing only spaces or tabs (the line containing the closing """ is always included). Then for all lines, excluding the text following the opening """, the common starting sequence is removed (including lines containing only spaces and tabs if they start with this sequence), e.g.:

  1. julia> """    This
  2.          is
  3.            a test"""
  4. "    This\nis\n  a test"

Next, if the opening """ is followed by a newline, the newline is stripped from the resulting string.

  1. """hello"""

is equivalent to

  1. """
  2. hello"""

but

  1. """
  3. hello"""

will contain a literal newline at the beginning.

Stripping of the newline is performed after the dedentation. For example:

  1. julia> """
  2.          Hello,
  3.          world."""
  4. "Hello,\nworld."

If the newline is removed using a backslash, dedentation will be respected as well:

  1. julia> """
  2.          Averylong\
  3.          word"""
  4. "Averylongword"

Trailing whitespace is left unaltered.

Triple-quoted string literals can contain " characters without escaping.

Note that line breaks in literal strings, whether single- or triple-quoted, result in a newline (LF) character \n in the string, even if your editor uses a carriage return \r (CR) or CRLF combination to end lines. To include a CR in a string, use an explicit escape \r; for example, you can enter the literal string "a CRLF line ending\r\n".

Common Operations

You can lexicographically compare strings using the standard comparison operators:

  1. julia> "abracadabra" < "xylophone"
  2. true
  4. julia> "abracadabra" == "xylophone"
  5. false
  7. julia> "Hello, world." != "Goodbye, world."
  8. true
  10. julia> "1 + 2 = 3" == "1 + 2 = $(1 + 2)"
  11. true

You can search for the index of a particular character using the findfirst and findlast functions:

  1. julia> findfirst(isequal('o'), "xylophone")
  2. 4
  4. julia> findlast(isequal('o'), "xylophone")
  5. 7
  7. julia> findfirst(isequal('z'), "xylophone")

You can start the search for a character at a given offset by using the functions findnext and findprev:

  1. julia> findnext(isequal('o'), "xylophone", 1)
  2. 4
  4. julia> findnext(isequal('o'), "xylophone", 5)
  5. 7
  7. julia> findprev(isequal('o'), "xylophone", 5)
  8. 4
  10. julia> findnext(isequal('o'), "xylophone", 8)

You can use the occursin function to check if a substring is found within a string:

  1. julia> occursin("world", "Hello, world.")
  2. true
  4. julia> occursin("o", "Xylophon")
  5. true
  7. julia> occursin("a", "Xylophon")
  8. false
  10. julia> occursin('o', "Xylophon")
  11. true

The last example shows that occursin can also look for a character literal.

Two other handy string functions are repeat and join:

  1. julia> repeat(".:Z:.", 10)
  2. ".:Z:..:Z:..:Z:..:Z:..:Z:..:Z:..:Z:..:Z:..:Z:..:Z:."
  4. julia> join(["apples", "bananas", "pineapples"], ", ", " and ")
  5. "apples, bananas and pineapples"

Some other useful functions include:

Non-Standard String Literals

There are situations when you want to construct a string or use string semantics, but the behavior of the standard string construct is not quite what is needed. For these kinds of situations, Julia provides non-standard string literals. A non-standard string literal looks like a regular double-quoted string literal, but is immediately prefixed by an identifier, and may behave differently from a normal string literal.

Regular expressions, byte array literals, and version number literals, as described below, are some examples of non-standard string literals. Users and packages may also define new non-standard string literals. Further documentation is given in the Metaprogramming section.

Regular Expressions

Julia has Perl-compatible regular expressions (regexes), as provided by the PCRE library (a description of the syntax can be found here). Regular expressions are related to strings in two ways: the obvious connection is that regular expressions are used to find regular patterns in strings; the other connection is that regular expressions are themselves input as strings, which are parsed into a state machine that can be used to efficiently search for patterns in strings. In Julia, regular expressions are input using non-standard string literals prefixed with various identifiers beginning with r. The most basic regular expression literal without any options turned on just uses r"...":

  1. julia> re = r"^\s*(?:#|$)"
  2. r"^\s*(?:#|$)"
  4. julia> typeof(re)
  5. Regex

To check if a regex matches a string, use occursin:

  1. julia> occursin(r"^\s*(?:#|$)", "not a comment")
  2. false
  4. julia> occursin(r"^\s*(?:#|$)", "# a comment")
  5. true

As one can see here, occursin simply returns true or false, indicating whether a match for the given regex occurs in the string. Commonly, however, one wants to know not just whether a string matched, but also how it matched. To capture this information about a match, use the match function instead:

  1. julia> match(r"^\s*(?:#|$)", "not a comment")
  3. julia> match(r"^\s*(?:#|$)", "# a comment")
  4. RegexMatch("#")

If the regular expression does not match the given string, match returns nothing – a special value that does not print anything at the interactive prompt. Other than not printing, it is a completely normal value and you can test for it programmatically:

  1. m = match(r"^\s*(?:#|$)", line)
  2. if m === nothing
  3.     println("not a comment")
  4. else
  5.     println("blank or comment")
  6. end

If a regular expression does match, the value returned by match is a RegexMatch object. These objects record how the expression matches, including the substring that the pattern matches and any captured substrings, if there are any. This example only captures the portion of the substring that matches, but perhaps we want to capture any non-blank text after the comment character. We could do the following:

  1. julia> m = match(r"^\s*(?:#\s*(.*?)\s*$|$)", "# a comment ")
  2. RegexMatch("# a comment ", 1="a comment")

When calling match, you have the option to specify an index at which to start the search. For example:

  1. julia> m = match(r"[0-9]","aaaa1aaaa2aaaa3",1)
  2. RegexMatch("1")
  4. julia> m = match(r"[0-9]","aaaa1aaaa2aaaa3",6)
  5. RegexMatch("2")
  7. julia> m = match(r"[0-9]","aaaa1aaaa2aaaa3",11)
  8. RegexMatch("3")

You can extract the following info from a RegexMatch object:

  • the entire substring matched: m.match
  • the captured substrings as an array of strings: m.captures
  • the offset at which the whole match begins: m.offset
  • the offsets of the captured substrings as a vector: m.offsets

For when a capture doesn’t match, instead of a substring, m.captures contains nothing in that position, and m.offsets has a zero offset (recall that indices in Julia are 1-based, so a zero offset into a string is invalid). Here is a pair of somewhat contrived examples:

  1. julia> m = match(r"(a|b)(c)?(d)", "acd")
  2. RegexMatch("acd", 1="a", 2="c", 3="d")
  4. julia> m.match
  5. "acd"
  7. julia> m.captures
  8. 3-element Vector{Union{Nothing, SubString{String}}}:
  9.  "a"
  10.  "c"
  11.  "d"
  13. julia> m.offset
  14. 1
  16. julia> m.offsets
  17. 3-element Vector{Int64}:
  18.  1
  19.  2
  20.  3
  22. julia> m = match(r"(a|b)(c)?(d)", "ad")
  23. RegexMatch("ad", 1="a", 2=nothing, 3="d")
  25. julia> m.match
  26. "ad"
  28. julia> m.captures
  29. 3-element Vector{Union{Nothing, SubString{String}}}:
  30.  "a"
  31.  nothing
  32.  "d"
  34. julia> m.offset
  35. 1
  37. julia> m.offsets
  38. 3-element Vector{Int64}:
  39.  1
  40.  0
  41.  2

It is convenient to have captures returned as an array so that one can use destructuring syntax to bind them to local variables. As a convinience, the RegexMatch object implements iterator methods that pass through to the captures field, so you can destructure the match object directly:

  1. julia> first, second, third = m; first
  2. "a"

Captures can also be accessed by indexing the RegexMatch object with the number or name of the capture group:

  1. julia> m=match(r"(?<hour>\d+):(?<minute>\d+)","12:45")
  2. RegexMatch("12:45", hour="12", minute="45")
  4. julia> m[:minute]
  5. "45"
  7. julia> m[2]
  8. "45"

Captures can be referenced in a substitution string when using replace by using \n to refer to the nth capture group and prefixing the substitution string with s. Capture group 0 refers to the entire match object. Named capture groups can be referenced in the substitution with \g<groupname>. For example:

  1. julia> replace("first second", r"(\w+) (?<agroup>\w+)" => s"\g<agroup> \1")
  2. "second first"

Numbered capture groups can also be referenced as \g<n> for disambiguation, as in:

  1. julia> replace("a", r"." => s"\g<0>1")
  2. "a1"

You can modify the behavior of regular expressions by some combination of the flags i, m, s, and x after the closing double quote mark. These flags have the same meaning as they do in Perl, as explained in this excerpt from the perlre manpage:

  1. i   Do case-insensitive pattern matching.
  3.     If locale matching rules are in effect, the case map is taken
  4.     from the current locale for code points less than 255, and
  5.     from Unicode rules for larger code points. However, matches
  6.     that would cross the Unicode rules/non-Unicode rules boundary
  7.     (ords 255/256) will not succeed.
  9. m   Treat string as multiple lines.  That is, change "^" and "$"
  10.     from matching the start or end of the string to matching the
  11.     start or end of any line anywhere within the string.
  13. s   Treat string as single line.  That is, change "." to match any
  14.     character whatsoever, even a newline, which normally it would
  15.     not match.
  17.     Used together, as r""ms, they let the "." match any character
  18.     whatsoever, while still allowing "^" and "$" to match,
  19.     respectively, just after and just before newlines within the
  20.     string.
  22. x   Tells the regular expression parser to ignore most whitespace
  23.     that is neither backslashed nor within a character class. You
  24.     can use this to break up your regular expression into
  25.     (slightly) more readable parts. The '#' character is also
  26.     treated as a metacharacter introducing a comment, just as in
  27.     ordinary code.

For example, the following regex has all three flags turned on:

  1. julia> r"a+.*b+.*?d$"ism
  2. r"a+.*b+.*?d$"ims
  4. julia> match(r"a+.*b+.*?d$"ism, "Goodbye,\nOh, angry,\nBad world\n")
  5. RegexMatch("angry,\nBad world")

The r"..." literal is constructed without interpolation and unescaping (except for quotation mark " which still has to be escaped). Here is an example showing the difference from standard string literals:

  1. julia> x = 10
  2. 10
  4. julia> r"$x"
  5. r"$x"
  7. julia> "$x"
  8. "10"
  10. julia> r"\x"
  11. r"\x"
  13. julia> "\x"
  14. ERROR: syntax: invalid escape sequence

Triple-quoted regex strings, of the form r"""...""", are also supported (and may be convenient for regular expressions containing quotation marks or newlines).

The Regex() constructor may be used to create a valid regex string programmatically. This permits using the contents of string variables and other string operations when constructing the regex string. Any of the regex codes above can be used within the single string argument to Regex(). Here are some examples:

  1. julia> using Dates
  3. julia> d = Date(1962,7,10)
  4. 1962-07-10
  6. julia> regex_d = Regex("Day " * string(day(d)))
  7. r"Day 10"
  9. julia> match(regex_d, "It happened on Day 10")
  10. RegexMatch("Day 10")
  12. julia> name = "Jon"
  13. "Jon"
  15. julia> regex_name = Regex("[\"( ]\\Q$name\\E[\") ]")  # interpolate value of name
  16. r"[\"( ]\QJon\E[\") ]"
  18. julia> match(regex_name, " Jon ")
  19. RegexMatch(" Jon ")
  21. julia> match(regex_name, "[Jon]") === nothing
  22. true

Note the use of the \Q...\E escape sequence. All characters between the \Q and the \E are interpreted as literal characters (after string interpolation). This escape sequence can be useful when interpolating, possibly malicious, user input.

Byte Array Literals

Another useful non-standard string literal is the byte-array string literal: b"...". This form lets you use string notation to express read only literal byte arrays – i.e. arrays of UInt8 values. The type of those objects is CodeUnits{UInt8, String}. The rules for byte array literals are the following:

  • ASCII characters and ASCII escapes produce a single byte.
  • \x and octal escape sequences produce the byte corresponding to the escape value.
  • Unicode escape sequences produce a sequence of bytes encoding that code point in UTF-8.

There is some overlap between these rules since the behavior of \x and octal escapes less than 0x80 (128) are covered by both of the first two rules, but here these rules agree. Together, these rules allow one to easily use ASCII characters, arbitrary byte values, and UTF-8 sequences to produce arrays of bytes. Here is an example using all three:

  1. julia> b"DATA\xff\u2200"
  2. 8-element Base.CodeUnits{UInt8, String}:
  3.  0x44
  4.  0x41
  5.  0x54
  6.  0x41
  7.  0xff
  8.  0xe2
  9.  0x88
  10.  0x80

The ASCII string “DATA” corresponds to the bytes 68, 65, 84, 65. \xff produces the single byte 255. The Unicode escape \u2200 is encoded in UTF-8 as the three bytes 226, 136, 128. Note that the resulting byte array does not correspond to a valid UTF-8 string:

  1. julia> isvalid("DATA\xff\u2200")
  2. false

As it was mentioned CodeUnits{UInt8, String} type behaves like read only array of UInt8 and if you need a standard vector you can convert it using Vector{UInt8}:

  1. julia> x = b"123"
  2. 3-element Base.CodeUnits{UInt8, String}:
  3.  0x31
  4.  0x32
  5.  0x33
  7. julia> x[1]
  8. 0x31
  10. julia> x[1] = 0x32
  11. ERROR: setindex! not defined for Base.CodeUnits{UInt8, String}
  12. [...]
  14. julia> Vector{UInt8}(x)
  15. 3-element Vector{UInt8}:
  16.  0x31
  17.  0x32
  18.  0x33

Also observe the significant distinction between \xff and \uff: the former escape sequence encodes the byte 255, whereas the latter escape sequence represents the code point 255, which is encoded as two bytes in UTF-8:

  1. julia> b"\xff"
  2. 1-element Base.CodeUnits{UInt8, String}:
  3.  0xff
  5. julia> b"\uff"
  6. 2-element Base.CodeUnits{UInt8, String}:
  7.  0xc3
  8.  0xbf

Character literals use the same behavior.

For code points less than \u80, it happens that the UTF-8 encoding of each code point is just the single byte produced by the corresponding \x escape, so the distinction can safely be ignored. For the escapes \x80 through \xff as compared to \u80 through \uff, however, there is a major difference: the former escapes all encode single bytes, which – unless followed by very specific continuation bytes – do not form valid UTF-8 data, whereas the latter escapes all represent Unicode code points with two-byte encodings.

If this is all extremely confusing, try reading “The Absolute Minimum Every Software Developer Absolutely, Positively Must Know About Unicode and Character Sets”. It’s an excellent introduction to Unicode and UTF-8, and may help alleviate some confusion regarding the matter.

Version Number Literals

Version numbers can easily be expressed with non-standard string literals of the form v”…”. Version number literals create VersionNumber objects which follow the specifications of semantic versioning, and therefore are composed of major, minor and patch numeric values, followed by pre-release and build alpha-numeric annotations. For example, v"0.2.1-rc1+win64" is broken into major version 0, minor version 2, patch version 1, pre-release rc1 and build win64. When entering a version literal, everything except the major version number is optional, therefore e.g. v"0.2" is equivalent to v"0.2.0" (with empty pre-release/build annotations), v"2" is equivalent to v"2.0.0", and so on.

VersionNumber objects are mostly useful to easily and correctly compare two (or more) versions. For example, the constant VERSION holds Julia version number as a VersionNumber object, and therefore one can define some version-specific behavior using simple statements as:

  1. if v"0.2" <= VERSION < v"0.3-"
  2.     # do something specific to 0.2 release series
  3. end

Note that in the above example the non-standard version number v"0.3-" is used, with a trailing -: this notation is a Julia extension of the standard, and it’s used to indicate a version which is lower than any 0.3 release, including all of its pre-releases. So in the above example the code would only run with stable 0.2 versions, and exclude such versions as v"0.3.0-rc1". In order to also allow for unstable (i.e. pre-release) 0.2 versions, the lower bound check should be modified like this: v"0.2-" <= VERSION.

Another non-standard version specification extension allows one to use a trailing + to express an upper limit on build versions, e.g. VERSION > v"0.2-rc1+" can be used to mean any version above 0.2-rc1 and any of its builds: it will return false for version v"0.2-rc1+win64" and true for v"0.2-rc2".

It is good practice to use such special versions in comparisons (particularly, the trailing - should always be used on upper bounds unless there’s a good reason not to), but they must not be used as the actual version number of anything, as they are invalid in the semantic versioning scheme.

Besides being used for the VERSION constant, VersionNumber objects are widely used in the Pkg module, to specify packages versions and their dependencies.

Raw String Literals

Raw strings without interpolation or unescaping can be expressed with non-standard string literals of the form raw"...". Raw string literals create ordinary String objects which contain the enclosed contents exactly as entered with no interpolation or unescaping. This is useful for strings which contain code or markup in other languages which use $ or \ as special characters.

The exception is that quotation marks still must be escaped, e.g. raw"\"" is equivalent to "\"". To make it possible to express all strings, backslashes then also must be escaped, but only when appearing right before a quote character:

  1. julia> println(raw"\\ \\\"")
  2. \\ \"

Notice that the first two backslashes appear verbatim in the output, since they do not precede a quote character. However, the next backslash character escapes the backslash that follows it, and the last backslash escapes a quote, since these backslashes appear before a quote.