Mercurial > hg-stable
changeset 48692:f1ed5c304f45
encoding: fix trim() to be O(n) instead of O(n^2)
`encoding.trim()` iterated over the possible lengths smaller than the
input and created a slice for each. It then calculated the column
width of the result, which is of course O(n), so the overall algorithm
was O(n). This patch rewrites it to iterate over the unicode
characters, keeping track of the length so far. Also, the old
algorithm started from the end of the string, which made it much worse
when the input is large and the limit is small (such as the typical 72
we pass to it).
You can time it by running something like this:
```
time python3 -c 'from mercurial.utils import stringutil; print(stringutil.ellipsis(b"0123456789" * 1000, 5))'
```
That drops from 4.05 s to 83 ms with this patch (and most of that is
of course startup time).
Differential Revision: https://phab.mercurial-scm.org/D12089
author | Martin von Zweigbergk <martinvonz@google.com> |
---|---|
date | Wed, 26 Jan 2022 10:11:01 -0800 |
parents | 7ee07e1a25c0 |
children | 657e490756e6 |
files | mercurial/encoding.py |
diffstat | 1 files changed, 14 insertions(+), 10 deletions(-) [+] |
line wrap: on
line diff
--- a/mercurial/encoding.py Tue Jan 11 21:40:08 2022 +0100 +++ b/mercurial/encoding.py Wed Jan 26 10:11:01 2022 -0800 @@ -511,17 +511,21 @@ if width <= 0: # no enough room even for ellipsis return ellipsis[: width + len(ellipsis)] + chars = list(u) if leftside: - uslice = lambda i: u[i:] - concat = lambda s: ellipsis + s - else: - uslice = lambda i: u[:-i] - concat = lambda s: s + ellipsis - for i in pycompat.xrange(1, len(u)): - usub = uslice(i) - if ucolwidth(usub) <= width: - return concat(usub.encode(_sysstr(encoding))) - return ellipsis # no enough room for multi-column characters + chars.reverse() + width_so_far = 0 + for i, c in enumerate(chars): + width_so_far += ucolwidth(c) + if width_so_far > width: + break + chars = chars[:i] + if leftside: + chars.reverse() + u = u''.join(chars).encode(_sysstr(encoding)) + if leftside: + return ellipsis + u + return u + ellipsis class normcasespecs(object):