From: Markus Scherer (markus.scherer@jtcsv.com)
Date: Fri May 02 2003 - 11:36:56 EDT
Kent Karlsson wrote:
> Depends upon which permutation it is.
No. All permutations of combining marks (all having non-zero combining classes) are equivalent to
each other. The whole string may also be equivalent to other strings that differ in more than
permutations.
> ... see UAX 15.
This is the best advice: Read the spec if you care.
If you don't care about the details, you can simply use a library that gives you a function to test
if strings are equal under canonical equivalence.
markus
This archive was generated by hypermail 2.1.5 : Fri May 02 2003 - 12:25:06 EDT