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length()
; see the description in the next section.
length("foo") => 3 length("") => 0 |
strsub("%n is a fink.", "%n", "Fred") => "Fred is a fink." strsub("foobar", "OB", "b") => "fobar" strsub("foobar", "OB", "b", 1) => "foobar" |
index()
(rindex()
) returns the index of the first
character of the first (last) occurrence of str2 in str1, or zero
if str2 does not occur in str1 at all. By default the search for
an occurrence of str2 is done while ignoring the upper/lower case
distinction. If case-matters is provided and true, then case is treated
as significant in all comparisons.
index("foobar", "o") => 2 rindex("foobar", "o") => 3 index("foobar", "x") => 0 index("foobar", "oba") => 3 index("Foobar", "foo", 1) => 0 |
strcmp()
returns a negative integer. If the two strings are
identical, strcmp()
returns zero. Otherwise, strcmp()
returns a positive integer. The ASCII character ordering is used for the
comparison.
E_INVARG
if
bin_string is not a properly-formed binary string.
(See section fine point on binary strings, for a full description of binary strings.)
decode_binary("foo") => {"foo"} decode_binary("~~foo") => {"~foo"} decode_binary("foo~0D~0A") => {"foo", 13, 10} decode_binary("foo~0Abar~0A") => {"foo", 10, "bar", 10} decode_binary("foo~0D~0A", 1) => {102, 111, 111, 13, 10} |
encode_binary("~foo") => "~7Efoo" encode_binary({"foo", 10}, {"bar", 13}) => "foo~0Abar~0D" encode_binary("foo", 10, "bar", 13) => "foo~0Abar~0D" |
match()
(rmatch()
) searches for the first (last)
occurrence of the regular expression pattern in the string subject.
If pattern is syntactically malformed, then E_INVARG
is raised.
The process of matching can in some cases consume a great deal of memory in the
server; should this memory consumption become excessive, then the matching
process is aborted and E_QUOTA
is raised.
If no match is found, the empty list is returned; otherwise, these functions return a list containing information about the match (see below). By default, the search ignores upper-/lower-case distinctions. If case-matters is provided and true, then case is treated as significant in all comparisons.
The list that match()
(rmatch()
) returns contains the details
about the match made. The list is in the form:
{start, end, replacements, subject} |
where start is the index in subject of the beginning of the match,
end is the index of the end of the match, replacements is a list
described below, and subject is the same string that was given as the
first argument to the match()
or rmatch()
.
The replacements list is always nine items long, each item itself being a list of two integers, the start and end indices in string matched by some parenthesized sub-pattern of pattern. The first item in replacements carries the indices for the first parenthesized sub-pattern, the second item carries those for the second sub-pattern, and so on. If there are fewer than nine parenthesized sub-patterns in pattern, or if some sub-pattern was not used in the match, then the corresponding item in replacements is the list {0, -1}. See the discussion of `%)', below, for more information on parenthesized sub-patterns.
match("foo", "^f*o$") => {} match("foo", "^fo*$") => {1, 3, {{0, -1}, ...}, "foo"} match("foobar", "o*b") => {2, 4, {{0, -1}, ...}, "foobar"} rmatch("foobar", "o*b") => {4, 4, {{0, -1}, ...}, "foobar"} match("foobar", "f%(o*%)b") => {1, 4, {{2, 3}, {0, -1}, ...}, "foobar"} |
Regular expression matching allows you to test whether a string fits into a specific syntactic shape. You can also search a string for a substring that fits a pattern.
A regular expression describes a set of strings. The simplest case is one that describes a particular string; for example, the string `foo' when regarded as a regular expression matches `foo' and nothing else. Nontrivial regular expressions use certain special constructs so that they can match more than one string. For example, the regular expression `foo%|bar' matches either the string `foo' or the string `bar'; the regular expression `c[ad]*r' matches any of the strings `cr', `car', `cdr', `caar', `cadddar' and all other such strings with any number of `a''s and `d''s.
Regular expressions have a syntax in which a few characters are special constructs and the rest are ordinary. An ordinary character is a simple regular expression that matches that character and nothing else. The special characters are `$', `^', `.', `*', `+', `?', `[', `]' and `%'. Any other character appearing in a regular expression is ordinary, unless a `%' precedes it.
For example, `f' is not a special character, so it is ordinary, and therefore `f' is a regular expression that matches the string `f' and no other string. (It does not, for example, match the string `ff'.) Likewise, `o' is a regular expression that matches only `o'.
Any two regular expressions a and b can be concatenated. The result is a regular expression which matches a string if a matches some amount of the beginning of that string and b matches the rest of the string.
As a simple example, we can concatenate the regular expressions `f' and `o' to get the regular expression `fo', which matches only the string `fo'. Still trivial.
The following are the characters and character sequences that have special meaning within regular expressions. Any character not mentioned here is not special; it stands for exactly itself for the purposes of searching and matching.
The case of zero `o''s is allowed: `fo*' does match `f'.
`*' always applies to the smallest possible preceding expression. Thus, `fo*' has a repeating `o', not a repeating `fo'.
The matcher processes a `*' construct by matching, immediately, as many repetitions as can be found. Then it continues with the rest of the pattern. If that fails, it backtracks, discarding some of the matches of the `*''d construct in case that makes it possible to match the rest of the pattern. For example, matching `c[ad]*ar' against the string `caddaar', the `[ad]*' first matches `addaa', but this does not allow the next `a' in the pattern to match. So the last of the matches of `[ad]' is undone and the following `a' is tried again. Now it succeeds.
Character ranges can also be included in a character set, by writing two characters with a `-' between them. Thus, `[a-z]' matches any lower-case letter. Ranges may be intermixed freely with individual characters, as in `[a-z$%.]', which matches any lower case letter or `$', `%' or period.
Note that the usual special characters are not special any more inside a character set. A completely different set of special characters exists inside character sets: `]', `-' and `^'.
To include a `]' in a character set, you must make it the first character. For example, `[]a]' matches `]' or `a'. To include a `-', you must use it in a context where it cannot possibly indicate a range: that is, as the first character, or immediately after a range.
`^' is not special in a character set unless it is the first character. The character following the `^' is treated as if it were first (it may be a `-' or a `]').
Because `%' quotes special characters, `%$' is a regular expression that matches only `$', and `%[' is a regular expression that matches only `[', and so on.
For the most part, `%' followed by any character matches only that character. However, there are several exceptions: characters that, when preceded by `%', are special constructs. Such characters are always ordinary when encountered on their own.
No new special characters will ever be defined. All extensions to the regular expression syntax are made by defining new two-character constructs that begin with `%'.
Thus, `foo%|bar' matches either `foo' or `bar' but no other string.
`%|' applies to the largest possible surrounding expressions. Only a surrounding `%( ... %)' grouping can limit the grouping power of `%|'.
Full backtracking capability exists for when multiple `%|''s are used.
This last application is not a consequence of the idea of a parenthetical grouping; it is a separate feature that happens to be assigned as a second meaning to the same `%( ... %)' construct because there is no conflict in practice between the two meanings. Here is an explanation of this feature:
The strings matching the first nine `%( ... %)' constructs appearing in a regular expression are assigned numbers 1 through 9 in order of their beginnings. `%1' through `%9' may be used to refer to the text matched by the corresponding `%( ... %)' construct.
For example, `%(.*%)%1' matches any string that is composed of two identical halves. The `%(.*%)' matches the first half, which may be anything, but the `%1' that follows must match the same exact text.
For the purposes of this construct and the five that follow, a word is defined to be a sequence of letters and/or digits.
match()
or rmatch()
when the match succeeds; otherwise,
E_INVARG
is raised.
In template, the strings `%1' through `%9' will be replaced by
the text matched by the first through ninth parenthesized sub-patterns when
match()
or rmatch()
was called. The string `%0' in
template will be replaced by the text matched by the pattern as a whole
when match()
or rmatch()
was called. The string `%%' will
be replaced by a single `%' sign. If `%' appears in template
followed by any other character, E_INVARG
will be raised.
subs = match("*** Welcome to LambdaMOO!!!", "%(%w*%) to %(%w*%)"); substitute("I thank you for your %1 here in %2.", subs) => "I thank you for your Welcome here in LambdaMOO." |
Aside from the possibly-random selection of the salt, the encryption algorithm
is entirely deterministic. In particular, you can test whether or not a given
string is the same as the one used to produce a given piece of encrypted text;
simply extract the first two characters of the encrypted text and pass the
candidate string and those two characters to crypt()
. If the result is
identical to the given encrypted text, then you've got a match.
crypt("foobar") => "J3fSFQfgkp26w" crypt("foobar", "J3") => "J3fSFQfgkp26w" crypt("mumble", "J3") => "J3D0.dh.jjmWQ" crypt("foobar", "J4") => "J4AcPxOJ4ncq2" |
As of version 1.8.3, the entire salt (of any length) is passed to the operating
system's low-level crypt function. It is unlikely, however, that all operating
systems will return the same string when presented with a longer salt.
Therefore, identical calls to crypt()
may generate different results on
different platforms, and your password verification systems will fail. Use a
salt longer than two characters at your own risk.
string_hash(x) == string_hash(y) |
equal(x, y) |
string_hash()
to the text; if the destination site also
applies string_hash()
to the text and gets the same result, you can be
quite confident that the large text has arrived unchanged.
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