string is tests the validity of various interpretations of a value.
string is class ?-strict? ?-failindex varname? string
A comparison with the ctype documentation shows much agreement with the string is classes. A not-too-daring guess is that C has contributed also this piece of Tcl heritage.
Without -strict, every string is command returns 1 for the empty string. This is because the original motivation for string is was to validate incomplete user input.
AMG: Note that it doesn't quite meet this goal because there are cases where prefixes of (e.g.) a number are not themselves valid numbers. The obvious example is "-" which is invalid whereas "-1" is fine. Another example is "5.2e" which is invalid, whereas "5.2e6" is fine. Other troublesome situations arise during replace operations which are usually implemented as deletes followed by inserts, with validation following each. The delete may fail validation even though the insert (which isn't allowed to happen) would have fixed it.
Otherwise known as info complete.
PYK 2015-12-27: The most performant way to test whether a string is a valid dictionary is probably dict size:
proc isdict value {
expr {![catch {dict size $value}]}
}PYK 2016-01-14, 2019-03-07:
The following command returns the value with surrounding whitespace removed if it is a number in decimal representation, and the empty string otherwise:
proc isdecimal value {
# recognizes all numbers with a mantissa, since only decimal representations are allowed.
set value [string trim $value]
if {
[expr {
[string is double -strict $value]
&& (
![string is entier $value]
||
![regexp {^\s*[+-]*?0[bBoOxX]?} $value]
)}]
} {
return $value
}
# account for 0-padded decimal integers
regsub {^([+-])*0*([^[:space:]]*)$} $value {\1\2} value
if {[string is double $value]} {
return $value
}
}The following command does the same thing for any valid number, but treats numbers beginning with 0 as decimal instead of octal.:
proc isnumeric value {
set value [string trim $value]
# Use [string is double] to accept Inf and NaN
if {[string is double -strict $value]} {
return $value
}
regsub {^\s*([+-])*0[BOXbox]?0*([^[:space:]]*)\s*$} $value {\1\2} value
if {[string is double -strict $value]} {
return $value
}
return {}
}These commands are also available as ycl::string::isnumeric and ycl::string::isdecimal
To test if a string is an integer, one would use string is integer, right? Not so fast!
A careful perusal of the manual will show that you might want one of several things:
Often, Tcl code shouldn't need to care about the size of an integer, so string is entier is probably what you want. See entier for some historical etymology. For more background on the limits of string is integer through history, see 32-bit integer overflow.
Some examples:
% string is integer -1234 1 % string is integer 0xdeadbeef ;# hex is fine too 1 % string is integer 007 ;# so is octal ... 1 % string is integer 09 ;# but this is not! 0 % string is integer "" 1 % string is integer -strict "" 0 % string is integer 12345678999 ;# too big for 32 bits! 0 % string is entier 12345678999 1
string is integer tests whether a unsigned value fits in 32 bits:
% set x [expr 2**32-1] 4294967295 % string is integer $x 1 % string is integer -$x 1 % incr x 4294967296 % string is integer $x 0 % string is integer -$x 0
If you find yourself tripping over decimal numbers written with leading 0, the solution is probably to scan them as entier values:
% scan 012345678999 %d x 1 % set x 12345678999
string is integer has a complication because a leading zero implies octal, but 09 etc are not valid octal numbers
NLast 2010-01-05:
string is integer shows unexpected behaviour, as does string is double:
1 % string is integer 09 0 2 % string is integer 9 1
Why is 09 not an integer?
AMG: 'Cuz it's not, and neither is 08. The leading zero indicates that it is an octal number, but 8 and 9 are not valid octal digits. By the same token, 12ABC is not a valid integer, even though it looks like hexadecimal.
% expr {09 + 1}
missing operator at _@_
in expression "0_@_9 + 1";
looks like invalid octal numberValid formats for integers:
0 - zero is always valid 56789 - lack of leading zeros - decimal 0xABCDE - leading 0x or 0X - hexadecimal 034567 - leading 0 - octal 0o34567 - leading 0o or 0O - octal (Tcl 8.5+) 0b01010 - leading 0b or 0B - binary (Tcl 8.5+)
If you want to force a number with leading zeros to be interpreted as decimal, use the %d scan format code.
scan 09 %d ;# returns 9 scan 09 %i ;# returns 0, since the 9 is ignored as invalid scan 0123 %d ;# returns 123 scan 0123 %i ;# returns 83, which is 1*8² + 2*8¹ + 3*8⁰ = 64 + 16 + 3
NLast 2010-01-06 15:25:38:
Thank you AMG for sharing your opinion. However it doesn't sound logical for me. The main reason is absence of class "octal" (or "hexadecimal"): we only have class "integer". You've just written: '"Valid formats for integers: ... blah-blah ... 034567 - leading 0 - octal"' meaning 034567 is digital (namely octal). That's what you've stated, not me. And that's right.
I just expected string is to test if the string is compatible with expr. And now I see I have to use catch, which is just not very nice.
slebetman: Actually, for what you want to do (test if string is compatible with expr), string is is doing what you want. In expr, 09 is an invalid number because 9 is an invalid octal digit, string is is telling you that.
The 0nn format for octals was inherited from C. Yes it sucks. Yes it's prone to bugs - especially when you're trying to calculate time. And yes there was a proposal to change it and yes the majority agreed that it should go away but the Tcl Core Team highly values backwards compatibility so for now it's staying until we're sure removing the syntax doesn't break anything.
But it is not an unexpected behavior of string is. It's the behavior of Tcl itself in how numbers are interpreted. And besides C and Tcl, 09 is also an invalid octal number in: Java, Perl, Ruby, Javascript, Python.. in fact most mainstream programming languages from the 60s until today (I blame it on C). C# stands out for not supporting the 0nn notation.
AMG: So... why don't we have [string is decimal], [string is octal], [string is hexadecimal], and [string is binary]? One question that comes to mind is whether or not they will all accept "0". Is "0" an octal string? It starts with a leading zero. Is "0" a hexadecimal string? It doesn't start with "0x". Is "00" valid decimal? It has an extra leading zero, signifying octal. And so on. Probably we don't need to bloat the core with these new commands, since they can easily be implemented using regexp, enabling the programmer to decide on a case-by-case basis whether 0 is valid octal, etc.
string is digit recognises Unicode digits that are not valid in expr expressions. What other characters, aside from [0-9], are members of the digit character class?
RS: As Tcl is great for introspection, a few lines of code give the answer:
proc udigits max {
set res {}
for {set i 0} {$i<=$max} {incr i} {
if {[string is digit [format %c $i]]} {
append res "\\u[format %04x $i] "
}
}
set res
}% udigits 65535 \u0030 \u0031 \u0032 \u0033 \u0034 \u0035 \u0036 \u0037 \u0038 \u0039 \u0660 \u0661 \u0662 \u0663 \u0664 \u0665 \u0666 \u0667 \u0668 \u0669 \u06f0 \u06f1 \u06f2 \u06f3 \u06f4 \u06f5 \u06f6 \u06f7 \u06f8 \u06f9 \u0966 \u0967 \u0968 \u0969 \u096a \u096b \u096c \u096d \u096e \u096f \u09e6 \u09e7 \u09e8 \u09e9 \u09ea \u09eb \u09ec \u09ed \u09ee \u09ef \u0a66 \u0a67 \u0a68 \u0a69 \u0a6a \u0a6b \u0a6c \u0a6d \u0a6e \u0a6f \u0ae6 \u0ae7 \u0ae8 \u0ae9 \u0aea \u0aeb \u0aec \u0aed \u0aee \u0aef \u0b66 \u0b67 \u0b68 \u0b69 \u0b6a \u0b6b \u0b6c \u0b6d \u0b6e \u0b6f \u0be7 \u0be8 \u0be9 \u0bea \u0beb \u0bec \u0bed \u0bee \u0bef \u0c66 \u0c67 \u0c68 \u0c69 \u0c6a \u0c6b \u0c6c \u0c6d \u0c6e \u0c6f \u0ce6 \u0ce7 \u0ce8 \u0ce9 \u0cea \u0ceb \u0cec \u0ced \u0cee \u0cef \u0d66 \u0d67 \u0d68 \u0d69 \u0d6a \u0d6b \u0d6c \u0d6d \u0d6e \u0d6f \u0e50 \u0e51 \u0e52 \u0e53 \u0e54 \u0e55 \u0e56 \u0e57 \u0e58 \u0e59 \u0ed0 \u0ed1 \u0ed2 \u0ed3 \u0ed4 \u0ed5 \u0ed6 \u0ed7 \u0ed8 \u0ed9 \u0f20 \u0f21 \u0f22 \u0f23 \u0f24 \u0f25 \u0f26 \u0f27 \u0f28 \u0f29 \u1040 \u1041 \u1042 \u1043 \u1044 \u1045 \u1046 \u1047 \u1048 \u1049 \u1369 \u136a \u136b \u136c \u136d \u136e \u136f \u1370 \u1371 \u17e0 \u17e1 \u17e2 \u17e3 \u17e4 \u17e5 \u17e6 \u17e7 \u17e8 \u17e9 \u1810 \u1811 \u1812 \u1813 \u1814 \u1815 \u1816 \u1817 \u1818 \u1819 \uff10 \uff11 \uff12 \uff13 \uff14 \uff15 \uff16 \uff17 \uff18 \uff19
Here they are "literally":
0 1 2 3 4 5 6 7 8 9 ٠ ١ ٢ ٣ ٤ ٥ ٦ ٧ ٨ ٩ ۰ ۱ ۲ ۳ ۴ ۵ ۶ ۷ ۸ ۹ ० १ २ ३ ४ ५ ६ ७ ८ ९ ০ ১ ২ ৩ ৪ ৫ ৬ ৭ ৮ ৯ ੦ ੧ ੨ ੩ ੪ ੫ ੬ ੭ ੮ ੯ ૦ ૧ ૨ ૩ ૪ ૫ ૬ ૭ ૮ ૯ ୦ ୧ ୨ ୩ ୪ ୫ ୬ ୭ ୮ ୯ ௧ ௨ ௩ ௪ ௫ ௬ ௭ ௮ ௯ ౦ ౧ ౨ ౩ ౪ ౫ ౬ ౭ ౮ ౯ ೦ ೧ ೨ ೩ ೪ ೫ ೬ ೭ ೮ ೯ ൦ ൧ ൨ ൩ ൪ ൫ ൬ ൭ ൮ ൯ ๐ ๑ ๒ ๓ ๔ ๕ ๖ ๗ ๘ ๙ ໐ ໑ ໒ ໓ ໔ ໕ ໖ ໗ ໘ ໙ ༠ ༡ ༢ ༣ ༤ ༥ ༦ ༧ ༨ ༩ ၀ ၁ ၂ ၃ ၄ ၅ ၆ ၇ ၈ ၉ ፩ ፪ ፫ ፬ ፭ ፮ ፯ ፰ ፱ ០ ១ ២ ៣ ៤ ៥ ៦ ៧ ៨ ៩ ᠐ ᠑ ᠒ ᠓ ᠔ ᠕ ᠖ ᠗ ᠘ ᠙ ０ １ ２ ３ ４ ５ ６ ７ ８ ９
For instance, \u0660-\u0669 are "Indo-Arabic" digits as used in Arab countries. \uFF10-\uFF19 are "fullwidth" variants of 0-9, etc.
Lars H: Quite a lot, as you can see; there are plenty of digit sets in Unicode. The authorative source on the subject should be the Unicode Character Database (see [L1 ] for format and links), but whether Tcl really uses that is another matter. A comparison of the above with the UCD shows that string is digit returns 1 for most (but not quite all!) of the characters from the class Nd (decimal digits), so that is probably what it is supposed to test.
escargo 2006-03-14: I had my own peek starting at http://www.unicode.org/charts/symbols.html where there are links to four PDF files under Numbers and Digits: ASCII Digits, Fullwidth ASCII Digits, Number Forms, and Super and Subscripts. All of these might legitimately contain digits.
NEM 2006-03-14: Interesting. Note though that most of these "digits" are not valid for expressions fed to expr. So, if you are using string is digit to validate arguments to expressions, then you probably have a bug.
escargo: If there are digits that are not valid when fed to expr, is that a problem in the implementation of expr? It almost makes me think that there ought to be a string normalize that changes Unicode digits of different stripes down to the [0-9] range expected by expr.
It's like if the character looks to humans like a digit but it is not one to expr then the problem is really in expr. (The solution might not be in expr though.)
NEM: My gut reaction is the same as yours: that expr should be enhanced to recognize these alternative numeral characters as digits. This seems to be sensible, and would be backwards-compatible as the characters are apparently not allowed at all by expr currently. The expr(n) manpage could also do with clarification about what counts as an integer or float -- at present, it just says "decimal" (or octal/hexidecimal), as far as I can see.
slebetman 2006-03-15: Well, if you are not using a number larger than 18446744073709551615.99, then you can use string is double $number as the test instead of string is digit $number. Currently under Microsoft Windows on 32-bit Pentium, string is double returns 0 for 18446744073709551616 and larger (found out by trial and error). Alternatively, if you want to check for integers and you're not using a number larger than 4294967295 then you can use string is integer $number:
(bin) 59 % string is digit \u0669 1 (bin) 60 % string is double \u0669 0
AMG: Here's an April 1 TIP for you: [string is string]. :^) It'll return true (1) whenever given one argument, no matter what that argument is, since everything is a string! A -strict option would cause it to return false (0) if given empty string. (update) On second thought, -strict would have no effect, since an empty string is still a string!!
aspect: while I can't invoke TIP #323 here, I think [string is string] ought to return true with no argument. Not sure about [string is string -strict] though!