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Re: libxdiff and patience diff

From
Pierre Habouzit <madcoder@debian.org>
Date
Nov 4, 2008, 08:30 UTC
Message-ID
<20081104083042.GB3788@artemis.corp>
In-Reply-To
<alpine.DEB.1.00.0811040627020.24407@pacific.mpi-cbg.de>
On Tue, Nov 04, 2008 at 05:39:48AM +0000, Johannes Schindelin wrote:
Show 25 quoted lines
> Hi,
> 
> On Tue, 4 Nov 2008, Pierre Habouzit wrote:
> 
> > I've been working tonight, trying to make libxdiff support the patience 
> > diff algorithm, but I've totally failed, because I _thought_ I 
> > understood what xdl_split was doing, but it appears I don't.
> 
> I thought about it, too, at the GitTogether, although I want to finish my 
> jGit diff first.
> 
> The main idea I had about patience diff is that you can reuse a lot of 
> functions in libxdiff.
> 
> But the requirement of taking just unique lines/hashes into account, and 
> _after_ splitting up, _again_ determine uniqueness _just_ in the 
> between-hunk part made me think that it may be wiser to have a separate 
> function for the patience diff stuff.
> 
> Basically, you would start to have libxdiff split the lines and hash them 
> as normal, but then determine the unique hashes (I'd start with the 
> smaller text, just to have a better chance to end up with unique hashes).
> 
> Once they are determined, you can search for those exact lines (hash 
> first) in the post-document.

Actually my current implementation just puts all the hashes into an array, sorts them by hash (which is O(n log(n)) with the position from left or right file it's in, ordered by increasing right position. (and the struct is filled with the left pos to -1 if the right pos is set, and vice versa).

The I scan the array to find patterns of two consecutive hashes exactly, and collapse it into the proper {left pos, right pos} tuple if it was indeed a unique line in both files.

This results into an array I sort again by right pos then, and we can work on that for the stack sorting, and I do it, and then I have my LCS.

This is the complete brute-force algorithm which requires a temporary array of the size of the number of lines on the left + the right, and a temporary array for the stacks which _may_ end up being as large as the smallest number of lines between the left or right file in the worst case I'd say (roughly).

Then I just remember a list of split points, and I recurse in all the sub splits again. It has a fixed point which may or may not need libxdiff recursion in it.

This code is actually written, naive and unoptimized but it doesn't work probably because I didn't plug that in the proper place :)

> Once that is done, you'd have to find the longest common subsequence, 
> which you could do using the existing infrastructure, but that would 
> require more work (as we already know the lines are unique).

Patience diff gives you the algorithm to do that, it's pretty simple, and is more efficient than the current infrastructure (in time, I don't know for space though).

> After that, you would have to recurse to the same algorithm _between_ 
> known chunks.  Eventually, that would have to resort to classical libxdiff 
> (if there are no, or not enough, unique lines).

Yeah, that's the point, the problem is, I believe more and more that I should prepare the LCS from patience diff in xprepare.c, but I grok absolutely nothing at what the chastore_t and similar stuff is. I understand it's about hashing, but the exact stuff it does eludes me. In fact when I look at the records I have in xdiffi.c I had the impression they were already somehow collapsed, which makes it a too late point to apply the patience diff ...

-- 
·O·  Pierre Habouzit
··O                                                madcoder@debian.org
OOO                                                http://www.madism.org
Previous: Johannes SchindelinNext: Johannes Schindelin
Message 5 of 67 in “libxdiff and patience diff”
  1. Pierre HabouzitNov 4, 2008
  2. Davide LibenziNov 4, 2008
  3. Pierre HabouzitNov 4, 2008
  4. Johannes SchindelinNov 4, 2008
  5. Pierre HabouzitNov 4, 2008
  6. Johannes SchindelinNov 4, 2008
  7. Pierre HabouzitNov 4, 2008
  8. Johannes SchindelinNov 4, 2008
  9. Pierre HabouzitNov 4, 2008
  10. 0/3 Teach Git about the patience diff algorithmJohannes Schindelin, Jan 1, 2009
  11. 1/3 Implement the patience diff algorithmJohannes Schindelin, Jan 1, 2009
  12. 2/3 Introduce the diff option '--patience'Johannes Schindelin, Jan 1, 2009
  13. 3/3 bash completions: Add the --patience optionJohannes Schindelin, Jan 1, 2009
  14. Linus TorvaldsJan 1, 2009
  15. Linus TorvaldsJan 1, 2009
  16. Johannes SchindelinJan 2, 2009
  17. Linus TorvaldsJan 2, 2009
  18. Johannes SchindelinJan 2, 2009
  19. Jeff KingJan 2, 2009
  20. 1/3 Implement the patience diff algorithmJohannes Schindelin, Jan 2, 2009
  21. Johannes SchindelinJan 2, 2009
  22. Adeodato SimóJan 1, 2009
  23. Linus TorvaldsJan 2, 2009
  24. Clemens BuchacherJan 2, 2009
  25. Clemens BuchacherJan 2, 2009
  26. Linus TorvaldsJan 2, 2009
  27. Johannes SchindelinJan 2, 2009
  28. Linus TorvaldsJan 2, 2009
  29. Johannes SchindelinJan 2, 2009
  30. Jeff KingJan 2, 2009
  31. Jeff KingJan 2, 2009
  32. Jeff KingJan 2, 2009
  33. Linus TorvaldsJan 2, 2009
  34. Bazaar's patience diff as GIT_EXTERNAL_DIFFAdeodato Simó, Jan 3, 2009
  35. Johannes SchindelinJan 2, 2009
  36. Junio C HamanoJan 2, 2009
  37. Adeodato SimóJan 2, 2009
  38. Pierre HabouzitJan 6, 2009
  39. Pierre HabouzitJan 6, 2009
  40. Johannes SchindelinJan 6, 2009
  41. Pierre HabouzitJan 7, 2009
  42. Johannes SchindelinJan 7, 2009
  43. 1/3 Implement the patience diff algorithmJohannes Schindelin, Jan 7, 2009
  44. Davide LibenziJan 7, 2009
  45. Johannes SchindelinJan 7, 2009
  46. Davide LibenziJan 7, 2009
  47. Johannes SchindelinJan 7, 2009
  48. Linus TorvaldsJan 7, 2009
  49. Johannes SchindelinJan 7, 2009
  50. Davide LibenziJan 7, 2009
  51. Sam VilainJan 7, 2009
  52. Linus TorvaldsJan 7, 2009
  53. Sam VilainJan 8, 2009
  54. Johannes SchindelinJan 7, 2009
  55. Junio C HamanoJan 7, 2009
  56. Johannes SchindelinJan 7, 2009
  57. Pierre HabouzitJan 7, 2009
  58. Johannes SchindelinJan 7, 2009
  59. Adeodato SimóJan 8, 2009
  60. Adeodato SimóJan 8, 2009
  61. Junio C HamanoJan 9, 2009
  62. Johannes SchindelinJan 9, 2009
  63. Adeodato SimóJan 9, 2009
  64. Linus TorvaldsJan 9, 2009
  65. Linus TorvaldsJan 9, 2009
  66. Junio C HamanoJan 9, 2009
  67. Johannes SchindelinJan 10, 2009

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