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Difficulty level: ♦♦♦♢♢
❝ Some people, when confronted with a problem, think “I know, I’ll use regular expressions.” Now they have two problems. ❞
— Jamie Zawinski
Getting a small bit of text out of a large block of text is a challenge. In Python, strings have methods for searching and replacing: index()
, find()
, split()
, count()
, replace()
, &c. But these methods are limited to the simplest of cases. For example, the index()
method looks for a single, hard-coded substring, and the search is always case-sensitive. To do case-insensitive searches of a string s, you must call s.lower()
or s.upper()
and make sure your search strings are the appropriate case to match. The replace()
and split()
methods have the same limitations.
If your goal can be accomplished with string methods, you should use them. They’re fast and simple and easy to read, and there’s a lot to be said for fast, simple, readable code. But if you find yourself using a lot of different string functions with if
statements to handle special cases, or if you’re chaining calls to split()
and join()
to slice-and-dice your strings, you may need to move up to regular expressions.
Regular expressions are a powerful and (mostly) standardized way of searching, replacing, and parsing text with complex patterns of characters. Although the regular expression syntax is tight and unlike normal code, the result can end up being more readable than a hand-rolled solution that uses a long chain of string functions. There are even ways of embedding comments within regular expressions, so you can include fine-grained documentation within them.
☞If you’ve used regular expressions in other languages (like Perl, JavaScript, or PHP), Python’s syntax will be very familiar. Read the summary of the
re
module to get an overview of the available functions and their arguments.
⁂
This series of examples was inspired by a real-life problem I had in my day job several years ago, when I needed to scrub and standardize street addresses exported from a legacy system before importing them into a newer system. (See, I don’t just make this stuff up; it’s actually useful.) This example shows how I approached the problem.
>>> s = '100 NORTH MAIN ROAD' >>> s.replace('ROAD', 'RD.') ① '100 NORTH MAIN RD.' >>> s = '100 NORTH BROAD ROAD' >>> s.replace('ROAD', 'RD.') ② '100 NORTH BRD. RD.' >>> s[:-4] + s[-4:].replace('ROAD', 'RD.') ③ '100 NORTH BROAD RD.' >>> import re ④ >>> re.sub('ROAD$', 'RD.', s) ⑤ '100 NORTH BROAD RD.'
'ROAD'
is always abbreviated as 'RD.'
. At first glance, I thought this was simple enough that I could just use the string method replace()
. After all, all the data was already uppercase, so case mismatches would not be a problem. And the search string, 'ROAD'
, was a constant. And in this deceptively simple example, s.replace()
does indeed work.
'ROAD'
appears twice in the address, once as part of the street name 'BROAD'
and once as its own word. The replace()
method sees these two occurrences and blindly replaces both of them; meanwhile, I see my addresses getting destroyed.
'ROAD'
substring, you could resort to something like this: only search and replace 'ROAD'
in the last four characters of the address (s[-4:]
), and leave the string alone (s[:-4]
). But you can see that this is already getting unwieldy. For example, the pattern is dependent on the length of the string you’re replacing. (If you were replacing 'STREET'
with 'ST.'
, you would need to use s[:-6]
and s[-6:].replace(...)
.) Would you like to come back in six months and debug this? I know I wouldn’t.
re
module.
'ROAD$'
. This is a simple regular expression that matches 'ROAD'
only when it occurs at the end of a string. The $
means “end of the string.” (There is a corresponding character, the caret ^
, which means “beginning of the string.”) Using the re.sub()
function, you search the string s for the regular expression 'ROAD$'
and replace it with 'RD.'
. This matches the ROAD
at the end of the string s, but does not match the ROAD
that’s part of the word BROAD
, because that’s in the middle of s.
Continuing with my story of scrubbing addresses, I soon discovered that the previous example, matching 'ROAD'
at the end of the address, was not good enough, because not all addresses included a street designation at all. Some addresses simply ended with the street name. I got away with it most of the time, but if the street name was 'BROAD'
, then the regular expression would match 'ROAD'
at the end of the string as part of the word 'BROAD'
, which is not what I wanted.
>>> s = '100 BROAD' >>> re.sub('ROAD$', 'RD.', s) '100 BRD.' >>> re.sub('\\bROAD$', 'RD.', s) ① '100 BROAD' >>> re.sub(r'\bROAD$', 'RD.', s) ② '100 BROAD' >>> s = '100 BROAD ROAD APT. 3' >>> re.sub(r'\bROAD$', 'RD.', s) ③ '100 BROAD ROAD APT. 3' >>> re.sub(r'\bROAD\b', 'RD.', s) ④ '100 BROAD RD. APT 3'
'ROAD'
when it was at the end of the string and it was its own word (and not a part of some larger word). To express this in a regular expression, you use \b
, which means “a word boundary must occur right here.” In Python, this is complicated by the fact that the '\'
character in a string must itself be escaped. This is sometimes referred to as the backslash plague, and it is one reason why regular expressions are easier in Perl than in Python. On the down side, Perl mixes regular expressions with other syntax, so if you have a bug, it may be hard to tell whether it’s a bug in syntax or a bug in your regular expression.
r
. This tells Python that nothing in this string should be escaped; '\t'
is a tab character, but r'\t'
is really the backslash character \
followed by the letter t
. I recommend always using raw strings when dealing with regular expressions; otherwise, things get too confusing too quickly (and regular expressions are confusing enough already).
'ROAD'
as a whole word by itself, but it wasn’t at the end, because the address had an apartment number after the street designation. Because 'ROAD'
isn’t at the very end of the string, it doesn’t match, so the entire call to re.sub()
ends up replacing nothing at all, and you get the original string back, which is not what you want.
$
character and added another \b
. Now the regular expression reads “match 'ROAD'
when it’s a whole word by itself anywhere in the string,” whether at the end, the beginning, or somewhere in the middle.
⁂
You’ve most likely seen Roman numerals, even if you didn’t recognize them. You may have seen them in copyrights of old movies and television shows (“Copyright MCMXLVI
” instead of “Copyright 1946
”), or on the dedication walls of libraries or universities (“established MDCCCLXXXVIII
” instead of “established 1888
”). You may also have seen them in outlines and bibliographical references. It’s a system of representing numbers that really does date back to the ancient Roman empire (hence the name).
In Roman numerals, there are seven characters that are repeated and combined in various ways to represent numbers.
I = 1
V = 5
X = 10
L = 50
C = 100
D = 500
M = 1000
The following are some general rules for constructing Roman numerals:
I
is 1
, II
is 2
, and III
is 3
. VI
is 6
(literally, “5
and 1
”), VII
is 7
, and VIII
is 8
.
I
, X
, C
, and M
) can be repeated up to three times. At 4
, you need to subtract from the next highest fives character. You can't represent 4
as IIII
; instead, it is represented as IV
(“1
less than 5
”). 40
is written as XL
(“10
less than 50
”), 41
as XLI
, 42
as XLII
, 43
as XLIII
, and then 44
as XLIV
(“10
less than 50
, then 1
less than 5
”).
9
, you need to subtract from the next highest tens character: 8
is VIII
, but 9
is IX
(“1
less than 10
”), not VIIII
(since the I
character can not be repeated four times). 90
is XC
, 900
is CM
.
10
is always represented as X
, never as VV
. 100
is always C
, never LL
.
DC
is 600
; CD
is a completely different number (400
, “100
less than 500
”). CI
is 101
; IC
is not even a valid Roman numeral (because you can't subtract 1
directly from 100
; you would need to write it as XCIX
, “10
less than 100
, then 1
less than 10
”).
What would it take to validate that an arbitrary string is a valid Roman numeral? Let’s take it one digit at a time. Since Roman numerals are always written highest to lowest, let’s start with the highest: the thousands place. For numbers 1000 and higher, the thousands are represented by a series of M
characters.
>>> import re >>> pattern = '^M?M?M?$' ① >>> re.search(pattern, 'M') ② <_sre.SRE_Match object at 0106FB58> >>> re.search(pattern, 'MM') ③ <_sre.SRE_Match object at 0106C290> >>> re.search(pattern, 'MMM') ④ <_sre.SRE_Match object at 0106AA38> >>> re.search(pattern, 'MMMM') ⑤ >>> re.search(pattern, '') ⑥ <_sre.SRE_Match object at 0106F4A8>
^
matches what follows only at the beginning of the string. If this were not specified, the pattern would match no matter where the M
characters were, which is not what you want. You want to make sure that the M
characters, if they’re there, are at the beginning of the string. M?
optionally matches a single M
character. Since this is repeated three times, you’re matching anywhere from zero to three M
characters in a row. And $
matches the end of the string. When combined with the ^
character at the beginning, this means that the pattern must match the entire string, with no other characters before or after the M
characters.
re
module is the search()
function, that takes a regular expression (pattern) and a string ('M'
) to try to match against the regular expression. If a match is found, search()
returns an object which has various methods to describe the match; if no match is found, search()
returns None
, the Python null value. All you care about at the moment is whether the pattern matches, which you can tell by just looking at the return value of search()
. 'M'
matches this regular expression, because the first optional M
matches and the second and third optional M
characters are ignored.
'MM'
matches because the first and second optional M
characters match and the third M
is ignored.
'MMM'
matches because all three M
characters match.
'MMMM'
does not match. All three M
characters match, but then the regular expression insists on the string ending (because of the $
character), and the string doesn’t end yet (because of the fourth M
). So search()
returns None
.
M
characters are optional.
The hundreds place is more difficult than the thousands, because there are several mutually exclusive ways it could be expressed, depending on its value.
100 = C
200 = CC
300 = CCC
400 = CD
500 = D
600 = DC
700 = DCC
800 = DCCC
900 = CM
So there are four possible patterns:
CM
CD
C
characters (zero if the hundreds place is 0)
D
, followed by zero to three C
characters
The last two patterns can be combined:
D
, followed by zero to three C
characters
This example shows how to validate the hundreds place of a Roman numeral.
>>> import re >>> pattern = '^M?M?M?(CM|CD|D?C?C?C?)$' ① >>> re.search(pattern, 'MCM') ② <_sre.SRE_Match object at 01070390> >>> re.search(pattern, 'MD') ③ <_sre.SRE_Match object at 01073A50> >>> re.search(pattern, 'MMMCCC') ④ <_sre.SRE_Match object at 010748A8> >>> re.search(pattern, 'MCMC') ⑤ >>> re.search(pattern, '') ⑥ <_sre.SRE_Match object at 01071D98>
^
), then the thousands place (M?M?M?
). Then it has the new part, in parentheses, which defines a set of three mutually exclusive patterns, separated by vertical bars: CM
, CD
, and D?C?C?C?
(which is an optional D
followed by zero to three optional C
characters). The regular expression parser checks for each of these patterns in order (from left to right), takes the first one that matches, and ignores the rest.
'MCM'
matches because the first M
matches, the second and third M
characters are ignored, and the CM
matches (so the CD
and D?C?C?C?
patterns are never even considered). MCM
is the Roman numeral representation of 1900
.
'MD'
matches because the first M
matches, the second and third M
characters are ignored, and the D?C?C?C?
pattern matches D
(each of the three C
characters are optional and are ignored). MD
is the Roman numeral representation of 1500
.
'MMMCCC'
matches because all three M
characters match, and the D?C?C?C?
pattern matches CCC
(the D
is optional and is ignored). MMMCCC
is the Roman numeral representation of 3300
.
'MCMC'
does not match. The first M
matches, the second and third M
characters are ignored, and the CM
matches, but then the $
does not match because you’re not at the end of the string yet (you still have an unmatched C
character). The C
does not match as part of the D?C?C?C?
pattern, because the mutually exclusive CM
pattern has already matched.
M
characters are optional and ignored, and the empty string matches the D?C?C?C?
pattern where all the characters are optional and ignored.
Whew! See how quickly regular expressions can get nasty? And you’ve only covered the thousands and hundreds places of Roman numerals. But if you followed all that, the tens and ones places are easy, because they’re exactly the same pattern. But let’s look at another way to express the pattern.
⁂
{n,m}
SyntaxIn the previous section, you were dealing with a pattern where the same character could be repeated up to three times. There is another way to express this in regular expressions, which some people find more readable. First look at the method we already used in the previous example.
>>> import re >>> pattern = '^M?M?M?$' >>> re.search(pattern, 'M') ① <_sre.SRE_Match object at 0x008EE090> >>> pattern = '^M?M?M?$' >>> re.search(pattern, 'MM') ② <_sre.SRE_Match object at 0x008EEB48> >>> pattern = '^M?M?M?$' >>> re.search(pattern, 'MMM') ③ <_sre.SRE_Match object at 0x008EE090> >>> re.search(pattern, 'MMMM') ④ >>>
M
, but not the second and third M
(but that’s okay because they’re optional), and then the end of the string.
M
, but not the third M
(but that’s okay because it’s optional), and then the end of the string.
M
, and then the end of the string.
M
, but then does not match the end of the string (because there is still one unmatched M
), so the pattern does not match and returns None
.
>>> pattern = '^M{0,3}$' ① >>> re.search(pattern, 'M') ② <_sre.SRE_Match object at 0x008EEB48> >>> re.search(pattern, 'MM') ③ <_sre.SRE_Match object at 0x008EE090> >>> re.search(pattern, 'MMM') ④ <_sre.SRE_Match object at 0x008EEDA8> >>> re.search(pattern, 'MMMM') ⑤ >>>
M
characters, then the end of the string.” The 0 and 3 can be any numbers; if you want to match at least one but no more than three M
characters, you could say M{1,3}
.
M
out of a possible three, then the end of the string.
M
out of a possible three, then the end of the string.
M
out of a possible three, then the end of the string.
M
out of a possible three, but then does not match the end of the string. The regular expression allows for up to only three M
characters before the end of the string, but you have four, so the pattern does not match and returns None
.
Now let’s expand the Roman numeral regular expression to cover the tens and ones place. This example shows the check for tens.
>>> pattern = '^M?M?M?(CM|CD|D?C?C?C?)(XC|XL|L?X?X?X?)$' >>> re.search(pattern, 'MCMXL') ① <_sre.SRE_Match object at 0x008EEB48> >>> re.search(pattern, 'MCML') ② <_sre.SRE_Match object at 0x008EEB48> >>> re.search(pattern, 'MCMLX') ③ <_sre.SRE_Match object at 0x008EEB48> >>> re.search(pattern, 'MCMLXXX') ④ <_sre.SRE_Match object at 0x008EEB48> >>> re.search(pattern, 'MCMLXXXX') ⑤ >>>
M
, then CM
, then XL
, then the end of the string. Remember, the (A|B|C)
syntax means “match exactly one of A, B, or C”. You match XL
, so you ignore the XC
and L?X?X?X?
choices, and then move on to the end of the string. MCMXL
is the Roman numeral representation of 1940
.
M
, then CM
, then L?X?X?X?
. Of the L?X?X?X?
, it matches the L
and skips all three optional X
characters. Then you move to the end of the string. MCML
is the Roman numeral representation of 1950
.
M
, then CM
, then the optional L
and the first optional X
, skips the second and third optional X
, then the end of the string. MCMLX
is the Roman numeral representation of 1960
.
M
, then CM
, then the optional L
and all three optional X
characters, then the end of the string. MCMLXXX
is the Roman numeral representation of 1980
.
M
, then CM
, then the optional L
and all three optional X
characters, then fails to match the end of the string because there is still one more X
unaccounted for. So the entire pattern fails to match, and returns None
. MCMLXXXX
is not a valid Roman numeral.
The expression for the ones place follows the same pattern. I’ll spare you the details and show you the end result.
>>> pattern = '^M?M?M?(CM|CD|D?C?C?C?)(XC|XL|L?X?X?X?)(IX|IV|V?I?I?I?)$'
So what does that look like using this alternate {n,m}
syntax? This example shows the new syntax.
>>> pattern = '^M{0,3}(CM|CD|D?C{0,3})(XC|XL|L?X{0,3})(IX|IV|V?I{0,3})$' >>> re.search(pattern, 'MDLV') ① <_sre.SRE_Match object at 0x008EEB48> >>> re.search(pattern, 'MMDCLXVI') ② <_sre.SRE_Match object at 0x008EEB48> >>> re.search(pattern, 'MMMDCCCLXXXVIII') ③ <_sre.SRE_Match object at 0x008EEB48> >>> re.search(pattern, 'I') ④ <_sre.SRE_Match object at 0x008EEB48>
M
characters, then D?C{0,3}
. Of that, it matches the optional D
and zero of three possible C
characters. Moving on, it matches L?X{0,3}
by matching the optional L
and zero of three possible X
characters. Then it matches V?I{0,3}
by matching the optional V
and zero of three possible I
characters, and finally the end of the string. MDLV
is the Roman numeral representation of 1555
.
M
characters, then the D?C{0,3}
with a D
and one of three possible C
characters; then L?X{0,3}
with an L
and one of three possible X
characters; then V?I{0,3}
with a V
and one of three possible I
characters; then the end of the string. MMDCLXVI
is the Roman numeral representation of 2666
.
M
characters, then D?C{0,3}
with a D
and three out of three C
characters; then L?X{0,3}
with an L
and three out of three X
characters; then V?I{0,3}
with a V
and three out of three I
characters; then the end of the string. MMMDCCCLXXXVIII
is the Roman numeral representation of 3888
, and it’s the longest Roman numeral you can write without extended syntax.
M
, then matches D?C{0,3}
by skipping the optional D
and matching zero out of three C
, then matches L?X{0,3}
by skipping the optional L
and matching zero out of three X
, then matches V?I{0,3}
by skipping the optional V
and matching one out of three I
. Then the end of the string. Whoa.
If you followed all that and understood it on the first try, you’re doing better than I did. Now imagine trying to understand someone else’s regular expressions, in the middle of a critical function of a large program. Or even imagine coming back to your own regular expressions a few months later. I’ve done it, and it’s not a pretty sight.
Now let’s explore an alternate syntax that can help keep your expressions maintainable.
⁂
So far you’ve just been dealing with what I’ll call “compact” regular expressions. As you’ve seen, they are difficult to read, and even if you figure out what one does, that’s no guarantee that you’ll be able to understand it six months later. What you really need is inline documentation.
Python allows you to do this with something called verbose regular expressions. A verbose regular expression is different from a compact regular expression in two ways:
#
character and goes until the end of the line. In this case it’s a comment within a multi-line string instead of within your source code, but it works the same way.
This will be more clear with an example. Let’s revisit the compact regular expression you’ve been working with, and make it a verbose regular expression. This example shows how.
>>> pattern = ''' ^ # beginning of string M{0,3} # thousands - 0 to 3 Ms (CM|CD|D?C{0,3}) # hundreds - 900 (CM), 400 (CD), 0-300 (0 to 3 Cs), # or 500-800 (D, followed by 0 to 3 Cs) (XC|XL|L?X{0,3}) # tens - 90 (XC), 40 (XL), 0-30 (0 to 3 Xs), # or 50-80 (L, followed by 0 to 3 Xs) (IX|IV|V?I{0,3}) # ones - 9 (IX), 4 (IV), 0-3 (0 to 3 Is), # or 5-8 (V, followed by 0 to 3 Is) $ # end of string ''' >>> re.search(pattern, 'M', re.VERBOSE) ① <_sre.SRE_Match object at 0x008EEB48> >>> re.search(pattern, 'MCMLXXXIX', re.VERBOSE) ② <_sre.SRE_Match object at 0x008EEB48> >>> re.search(pattern, 'MMMDCCCLXXXVIII', re.VERBOSE) ③ <_sre.SRE_Match object at 0x008EEB48> >>> re.search(pattern, 'M') ④
re.VERBOSE
is a constant defined in the re
module that signals that the pattern should be treated as a verbose regular expression. As you can see, this pattern has quite a bit of whitespace (all of which is ignored), and several comments (all of which are ignored). Once you ignore the whitespace and the comments, this is exactly the same regular expression as you saw in the previous section, but it’s a lot more readable.
M
, then CM
, then L
and three of a possible three X
, then IX
, then the end of the string.
M
, then D
and three of a possible three C
, then L
and three of a possible three X
, then V
and three of a possible three I
, then the end of the string.
re.VERBOSE
flag, so the re.search
function is treating the pattern as a compact regular expression, with significant whitespace and literal hash marks. Python can’t auto-detect whether a regular expression is verbose or not. Python assumes every regular expression is compact unless you explicitly state that it is verbose.
⁂
So far you’ve concentrated on matching whole patterns. Either the pattern matches, or it doesn’t. But regular expressions are much more powerful than that. When a regular expression does match, you can pick out specific pieces of it. You can find out what matched where.
This example came from another real-world problem I encountered, again from a previous day job. The problem: parsing an American phone number. The client wanted to be able to enter the number free-form (in a single field), but then wanted to store the area code, trunk, number, and optionally an extension separately in the company’s database. I scoured the Web and found many examples of regular expressions that purported to do this, but none of them were permissive enough.
Here are the phone numbers I needed to be able to accept:
800-555-1212
800 555 1212
800.555.1212
(800) 555-1212
1-800-555-1212
800-555-1212-1234
800-555-1212x1234
800-555-1212 ext. 1234
work 1-(800) 555.1212 #1234
Quite a variety! In each of these cases, I need to know that the area code was 800
, the trunk was 555
, and the rest of the phone number was 1212
. For those with an extension, I need to know that the extension was 1234
.
Let’s work through developing a solution for phone number parsing. This example shows the first step.
>>> phonePattern = re.compile(r'^(\d{3})-(\d{3})-(\d{4})$') ① >>> phonePattern.search('800-555-1212').groups() ② ('800', '555', '1212') >>> phonePattern.search('800-555-1212-1234') ③ >>> phonePattern.search('800-555-1212-1234').groups() ④ Traceback (most recent call last): File "<stdin>", line 1, in <module> AttributeError: 'NoneType' object has no attribute 'groups'
(\d{3})
. What’s \d{3}
? Well, \d
means “any numeric digit” (0 through 9
). The {3}
means “match exactly three numeric digits”; it’s a variation on the {n,m} syntax
you saw earlier. Putting it all in parentheses means “match exactly three numeric digits, and then remember them as a group that I can ask for later”. Then match a literal hyphen. Then match another group of exactly three digits. Then another literal hyphen. Then another group of exactly four digits. Then match the end of the string.
groups()
method on the object that the search()
method returns. It will return a tuple of however many groups were defined in the regular expression. In this case, you defined three groups, one with three digits, one with three digits, and one with four digits.
search()
and groups()
methods in production code. If the search()
method returns no matches, it returns None
, not a regular expression match object. Calling None.groups()
raises a perfectly obvious exception: None
doesn’t have a groups()
method. (Of course, it’s slightly less obvious when you get this exception from deep within your code. Yes, I speak from experience here.)
>>> phonePattern = re.compile(r'^(\d{3})-(\d{3})-(\d{4})-(\d+)$') ① >>> phonePattern.search('800-555-1212-1234').groups() ② ('800', '555', '1212', '1234') >>> phonePattern.search('800 555 1212 1234') ③ >>> >>> phonePattern.search('800-555-1212') ④ >>>
groups()
method now returns a tuple of four elements, since the regular expression now defines four groups to remember.
The next example shows the regular expression to handle separators between the different parts of the phone number.
>>> phonePattern = re.compile(r'^(\d{3})\D+(\d{3})\D+(\d{4})\D+(\d+)$') ① >>> phonePattern.search('800 555 1212 1234').groups() ② ('800', '555', '1212', '1234') >>> phonePattern.search('800-555-1212-1234').groups() ③ ('800', '555', '1212', '1234') >>> phonePattern.search('80055512121234') ④ >>> >>> phonePattern.search('800-555-1212') ⑤ >>>
\D+
. What the heck is that? Well, \D
matches any character except a numeric digit, and +
means “1 or more”. So \D+
matches one or more characters that are not digits. This is what you’re using instead of a literal hyphen, to try to match different separators.
\D+
instead of -
means you can now match phone numbers where the parts are separated by spaces instead of hyphens.
The next example shows the regular expression for handling phone numbers without separators.
>>> phonePattern = re.compile(r'^(\d{3})\D*(\d{3})\D*(\d{4})\D*(\d*)$') ① >>> phonePattern.search('80055512121234').groups() ② ('800', '555', '1212', '1234') >>> phonePattern.search('800.555.1212 x1234').groups() ③ ('800', '555', '1212', '1234') >>> phonePattern.search('800-555-1212').groups() ④ ('800', '555', '1212', '') >>> phonePattern.search('(800)5551212 x1234') ⑤ >>>
+
to *
. Instead of \D+
between the parts of the phone number, you now match on \D*
. Remember that +
means “1 or more”? Well, *
means “zero or more”. So now you should be able to parse phone numbers even when there is no separator character at all.
800
), then zero non-numeric characters, then a remembered group of three digits (555
), then zero non-numeric characters, then a remembered group of four digits (1212
), then zero non-numeric characters, then a remembered group of an arbitrary number of digits (1234
), then the end of the string.
x
before the extension.
groups()
method still returns a tuple of four elements, but the fourth element is just an empty string.
The next example shows how to handle leading characters in phone numbers.
>>> phonePattern = re.compile(r'^\D*(\d{3})\D*(\d{3})\D*(\d{4})\D*(\d*)$') ① >>> phonePattern.search('(800)5551212 ext. 1234').groups() ② ('800', '555', '1212', '1234') >>> phonePattern.search('800-555-1212').groups() ③ ('800', '555', '1212', '') >>> phonePattern.search('work 1-(800) 555.1212 #1234') ④ >>>
\D*
, zero or more non-numeric characters, before the first remembered group (the area code). Notice that you’re not remembering these non-numeric characters (they’re not in parentheses). If you find them, you’ll just skip over them and then start remembering the area code whenever you get to it.
\D*
after the first remembered group.)
800
), then one non-numeric character (the hyphen), then a remembered group of three digits (555
), then one non-numeric character (the hyphen), then a remembered group of four digits (1212
), then zero non-numeric characters, then a remembered group of zero digits, then the end of the string.
1
before the area code, but you assumed that all the leading characters before the area code were non-numeric characters (\D*
). Aargh.
Let’s back up for a second. So far the regular expressions have all matched from the beginning of the string. But now you see that there may be an indeterminate amount of stuff at the beginning of the string that you want to ignore. Rather than trying to match it all just so you can skip over it, let’s take a different approach: don’t explicitly match the beginning of the string at all. This approach is shown in the next example.
>>> phonePattern = re.compile(r'(\d{3})\D*(\d{3})\D*(\d{4})\D*(\d*)$') ① >>> phonePattern.search('work 1-(800) 555.1212 #1234').groups() ② ('800', '555', '1212', '1234') >>> phonePattern.search('800-555-1212') ③ ('800', '555', '1212', '') >>> phonePattern.search('80055512121234') ④ ('800', '555', '1212', '1234')
^
in this regular expression. You are not matching the beginning of the string anymore. There’s nothing that says you need to match the entire input with your regular expression. The regular expression engine will do the hard work of figuring out where the input string starts to match, and go from there.
See how quickly a regular expression can get out of control? Take a quick glance at any of the previous iterations. Can you tell the difference between one and the next?
While you still understand the final answer (and it is the final answer; if you’ve discovered a case it doesn’t handle, I don’t want to know about it), let’s write it out as a verbose regular expression, before you forget why you made the choices you made.
>>> phonePattern = re.compile(r''' # don't match beginning of string, number can start anywhere (\d{3}) # area code is 3 digits (e.g. '800') \D* # optional separator is any number of non-digits (\d{3}) # trunk is 3 digits (e.g. '555') \D* # optional separator (\d{4}) # rest of number is 4 digits (e.g. '1212') \D* # optional separator (\d*) # extension is optional and can be any number of digits $ # end of string ''', re.VERBOSE) >>> phonePattern.search('work 1-(800) 555.1212 #1234').groups() ① ('800', '555', '1212', '1234') >>> phonePattern.search('800-555-1212') ② ('800', '555', '1212', '')
⁂
This is just the tiniest tip of the iceberg of what regular expressions can do. In other words, even though you’re completely overwhelmed by them now, believe me, you ain’t seen nothing yet.
You should now be familiar with the following techniques:
^
matches the beginning of a string.
$
matches the end of a string.
\b
matches a word boundary.
\d
matches any numeric digit.
\D
matches any non-numeric character.
x?
matches an optional x
character (in other words, it matches an x
zero or one times).
x*
matches x
zero or more times.
x+
matches x
one or more times.
x{n,m}
matches an x
character at least n
times, but not more than m
times.
(a|b|c)
matches exactly one of a
, b
or c
.
(x)
in general is a remembered group. You can get the value of what matched by using the groups()
method of the object returned by re.search
.
Regular expressions are extremely powerful, but they are not the correct solution for every problem. You should learn enough about them to know when they are appropriate, when they will solve your problems, and when they will cause more problems than they solve.
© 2001–10 Mark Pilgrim