I find the documentation pretty clear, but here are a few code examples:
from unicodedata import normalize
print '%r' % normalize('NFD', u'\u00C7') # decompose: convert Ç to "C + ̧"
print '%r' % normalize('NFC', u'C\u0327') # compose: convert "C + ̧" to Ç
Both 'D' (=decompose) forms convert a single combined character (like ä
) into two characters (a
+ two dots). Both 'C' (=compose) forms do the reverse.
The two "K" forms are used to convert characters added to Unicode for compatibility purposes. For example, to support software that cannot draw circles around symbols, there is a set of "circled numbers", like ① (unicode number 2460). When we apply the canonical decomposition (NFD) to it, it doesn't do anything:
print '%r' % normalize('NFD', u'\u2460') # u'\u2460'
However, the compatibility decomposition (NFKD) will return the corresponding "compatible" character:
print '%r' % normalize('NFKD', u'\u2460') # 1
See http://en.wikipedia.org/wiki/Unicode_equivalence for more details.