Re: [PATCH v2 18/19] tree-diff: rework diff_tree() to generate diffs for multiparent cases as well
Kirill Smelkov k...@navytux.spb.ru writes: The following ... maybe looks a bit simpler, but calls tree_entry_pathcmp twice more times. Besides for important nparent=1 case we were not calling tree_entry_pathcmp at all and here we'll call it once, which would slow execution down a bit, as base_name_compare shows measurable enough in profile. To avoid that we'll need to add 'if (i==imin) continue' and this won't be so simple then. And for general nparent case, as I've said, we'll be calling tree_entry_pathcmp twice more times... Because of all that I'd suggest to go with my original version. OK. ... After some break on the topic, with a fresh eye I see a lot of confusion goes from the notation I've chosen initially (because of how I was reasoning about it on paper, when it was in flux) - i.e. xi for x[imin] and also using i as looping variable. And also because xi was already used for x[imin] I've used another letter 'k' denoting all other x'es, which leads to confusion... I propose we do the following renaming to clarify things: A/a - T/t (to match resulting tree t name in the code) X/x - P/p (to match parents trees tp in the code) i - imin(so that i would be free for other tasks) then the above (with a prologue) would look like 8 * T P1 Pn * - -- * |t| |p1| |pn| * |-| |--| ... |--| imin = argmin(p1...pn) * | | | | | | * |-| |--| |--| * |.| |. | |. | * . .. * . .. * * at any time there could be 3 cases: * * 1) t p[imin]; * 2) t p[imin]; * 3) t = p[imin]. * * Schematic deduction of what every case means, and what to do, follows: * * 1) t p[imin] - ∀j t ∉ Pj - +t ∈ D(T,Pj) - D += +t; t↓ * * 2) t p[imin] * * 2.1) ∃j: pj p[imin] - -p[imin] ∉ D(T,Pj) - D += ø; ∀ pi=p[imin] pi↓ * 2.2) ∀i pi = p[imin] - pi ∉ T - -pi ∈ D(T,Pi) - D += -p[imin]; ∀i pi↓ * * 3) t = p[imin] * * 3.1) ∃j: pj p[imin] - +t ∈ D(T,Pj) - only pi=p[imin] remains to investigate * 3.2) pi = p[imin] - investigate δ(t,pi) * | * | * v * * 3.1+3.2) looking at δ(t,pi) ∀i: pi=p[imin] - if all != ø - * * ⎧δ(t,pi) - if pi=p[imin] * - D += ⎨ * ⎩+t - if pip[imin] * * * in any case t↓ ∀ pi=p[imin] pi↓ ... now xk is gone and i matches p[i] (= pi) etc so variable names correlate to algorithm description better. Does that maybe clarify things? That sounds more consistent (modulo perhaps s/argmin/min/ at the beginning?). P.S. Sorry for maybe some crept-in mistakes - I've tried to verify it thoroughly, but am too sleepy to be completely sure. On the other hand I think and hope the patch should be ok. Thanks and do not be sorry for mistakes---we have the review process exactly for catching them. -- To unsubscribe from this list: send the line unsubscribe git in the body of a message to majord...@vger.kernel.org More majordomo info at http://vger.kernel.org/majordomo-info.html
Re: [PATCH v2 18/19] tree-diff: rework diff_tree() to generate diffs for multiparent cases as well
Kirill Smelkov k...@navytux.spb.ru writes: + if (!DIFF_OPT_TST(opt, FIND_COPIES_HARDER)) { + for (i = 0; i nparent; ++i) + if (tp[i].entry.mode S_IFXMIN_NEQ) + goto skip_emit_tp; + } + + p = emit_path(p, base, opt, nparent, + /*t=*/NULL, tp, imin); + + skip_emit_tp: + /* ∀ xk=ximin xk↓ */ + update_tp_entries(tp, nparent); There are parents whose path sort earlier than what is in 't' (i.e. they were lost in the result---we would want to show removal). What makes us jump to the skip label? We are looking at path in 't', and some parents have paths that sort earlier than that path. We will not go to skip label if any one of the parent's entry sorts after some other parent (or the parent in question has ran out its entries), which means we show the entry from the parents only when all the parents have that same path, which is missing from 't'. I am not sure if I am reading this correctly, though. For the two-way diff, the above degenerates to show all parent entries that come before the first entry in 't', which is correct. For the combined diff, the current intersect_paths() makes sure that each path appears in all the pair-wise diff between t and tp[], which again means that the above logic match the current behaviour. Yes, correct (modulo we *will* go to skip label if any one of the parent's entry sorts after some other parent). By definition of combined diff we show a path only if it shows in every diff D(T,Pi), and if 2.1) ∃j: pj p[imin] - -p[imin] ∉ D(T,Pj) - D += ø; ∀ pi=p[imin] pi↓ some pj sorts after p[imin] that would mean that Pj does not have p[imin] and since t p[imin] (which means T does not have p[imin] either) diff D(T,Pj) does not have p[imin]. And because of that we know the whole combined-diff will not have p[imin] as, by definition, combined diff is sets intersection and one of the sets does not have that path. ( In usual words p[imin] is not changed between Pj..T - it was e.g. removed in Pj~, so merging parents to T does not bring any new information wrt path p[imin] and that is why we do not want to show p[imin] in combined-diff output - no new change about that path ) So nothing to append to the output, and update minimum tree entries, preparing for the next step. That's all in line with the current and traditional definition of combined diff. This is a tangent that is outside the scope of this current topic, but I wonder if you found it disturbing that we treat the result 't' that has a path and the result 't' that does not have a path with respect to a parent that does not have the path in a somewhat assymmetric way. With a merge M between commits A and B, where they all have the same path with different contents, we obviously show that path in the combined diff format. A merge N that records exactly the same tree as M that merges the same commits A and B plus another commit C that does not have that path still shows the combined diff, with one extra column to express everything in the result N has been added with respect to C which did not have the path at all. However, a merge O between the same commits A and B, where A and B have a path and O loses it, shows the path in the combined format. A merge P among the same A, B and an extra parent C that does not have that path ceases to show it (this is the assymmetry). It is a natural extension of Do not show the path when the result matches one of the parent rule, and in this case the result P takes contents, the path does not exist, from one parent C, so it is internally consistent, and I originally designed it that way on purpose, but somehow it feels a bit strange. -- To unsubscribe from this list: send the line unsubscribe git in the body of a message to majord...@vger.kernel.org More majordomo info at http://vger.kernel.org/majordomo-info.html
Re: [PATCH v2 18/19] tree-diff: rework diff_tree() to generate diffs for multiparent cases as well
On Mon, Apr 07, 2014 at 10:29:46AM -0700, Junio C Hamano wrote: Kirill Smelkov k...@navytux.spb.ru writes: The following ... maybe looks a bit simpler, but calls tree_entry_pathcmp twice more times. Besides for important nparent=1 case we were not calling tree_entry_pathcmp at all and here we'll call it once, which would slow execution down a bit, as base_name_compare shows measurable enough in profile. To avoid that we'll need to add 'if (i==imin) continue' and this won't be so simple then. And for general nparent case, as I've said, we'll be calling tree_entry_pathcmp twice more times... Because of all that I'd suggest to go with my original version. OK. Thanks. ... After some break on the topic, with a fresh eye I see a lot of confusion goes from the notation I've chosen initially (because of how I was reasoning about it on paper, when it was in flux) - i.e. xi for x[imin] and also using i as looping variable. And also because xi was already used for x[imin] I've used another letter 'k' denoting all other x'es, which leads to confusion... I propose we do the following renaming to clarify things: A/a - T/t (to match resulting tree t name in the code) X/x - P/p (to match parents trees tp in the code) i - imin(so that i would be free for other tasks) then the above (with a prologue) would look like 8 * T P1 Pn * - -- * |t| |p1| |pn| * |-| |--| ... |--| imin = argmin(p1...pn) * | | | | | | * |-| |--| |--| * |.| |. | |. | * . .. * . .. * * at any time there could be 3 cases: * * 1) t p[imin]; * 2) t p[imin]; * 3) t = p[imin]. * * Schematic deduction of what every case means, and what to do, follows: * * 1) t p[imin] - ∀j t ∉ Pj - +t ∈ D(T,Pj) - D += +t; t↓ * * 2) t p[imin] * * 2.1) ∃j: pj p[imin] - -p[imin] ∉ D(T,Pj) - D += ø; ∀ pi=p[imin] pi↓ * 2.2) ∀i pi = p[imin] - pi ∉ T - -pi ∈ D(T,Pi) - D += -p[imin]; ∀i pi↓ * * 3) t = p[imin] * * 3.1) ∃j: pj p[imin] - +t ∈ D(T,Pj) - only pi=p[imin] remains to investigate * 3.2) pi = p[imin] - investigate δ(t,pi) * | * | * v * * 3.1+3.2) looking at δ(t,pi) ∀i: pi=p[imin] - if all != ø - * * ⎧δ(t,pi) - if pi=p[imin] * - D += ⎨ * ⎩+t - if pip[imin] * * * in any case t↓ ∀ pi=p[imin] pi↓ ... now xk is gone and i matches p[i] (= pi) etc so variable names correlate to algorithm description better. Does that maybe clarify things? That sounds more consistent (modulo perhaps s/argmin/min/ at the beginning?). Thanks. argmin is there on purpose - min(p1...pn) is the minimal p, and argmin(p1...pn) is imin such that p[imin] is minimal. As we are finding the index of the minimal element we should use argmin. P.S. Sorry for maybe some crept-in mistakes - I've tried to verify it thoroughly, but am too sleepy to be completely sure. On the other hand I think and hope the patch should be ok. Thanks and do not be sorry for mistakes---we have the review process exactly for catching them. Thanks, I appreciate that. On Mon, Apr 07, 2014 at 11:07:47AM -0700, Junio C Hamano wrote: Kirill Smelkov k...@navytux.spb.ru writes: +if (!DIFF_OPT_TST(opt, FIND_COPIES_HARDER)) { +for (i = 0; i nparent; ++i) +if (tp[i].entry.mode S_IFXMIN_NEQ) +goto skip_emit_tp; +} + +p = emit_path(p, base, opt, nparent, +/*t=*/NULL, tp, imin); + +skip_emit_tp: +/* ∀ xk=ximin xk↓ */ +update_tp_entries(tp, nparent); There are parents whose path sort earlier than what is in 't' (i.e. they were lost in the result---we would want to show removal). What makes us jump to the skip label? We are looking at path in 't', and some parents have paths that sort earlier than that path. We will not go to skip label if any one of the parent's entry sorts after some other parent (or the parent in question has ran out its entries), which means we show the entry from the parents only when all the parents have that same path, which is missing from 't'. I am not sure if I am reading this correctly, though. For the two-way diff, the above degenerates to show all parent entries that come before the first entry in 't', which is correct. For the combined diff, the current
Re: [PATCH v2 18/19] tree-diff: rework diff_tree() to generate diffs for multiparent cases as well
Junio, First of all thanks a lot for reviewing this patch. I'll reply inline with corrected version attached in the end. On Fri, Apr 04, 2014 at 11:42:39AM -0700, Junio C Hamano wrote: Kirill Smelkov k...@navytux.spb.ru writes: +extern +struct combine_diff_path *diff_tree_paths( These two on the same line, please. Ok + struct combine_diff_path *p, const unsigned char *sha1, + const unsigned char **parent_sha1, int nparent, + struct strbuf *base, struct diff_options *opt); extern int diff_tree_sha1(const unsigned char *old, const unsigned char *new, const char *base, struct diff_options *opt); ... +/* + * convert path - opt-diff_*() callbacks + * + * emits diff to first parent only, and tells diff tree-walker that we are done + * with p and it can be freed. + */ +static int emit_diff_first_parent_only(struct diff_options *opt, struct combine_diff_path *p) { Very straight-forward; good. Thanks +static struct combine_diff_path *path_appendnew(struct combine_diff_path *last, + int nparent, const struct strbuf *base, const char *path, int pathlen, + unsigned mode, const unsigned char *sha1) +{ + struct combine_diff_path *p; + int len = base-len + pathlen; + int alloclen = combine_diff_path_size(nparent, len); + + /* if last-next is !NULL - it is a pre-allocated memory, we can reuse */ + p = last-next; + if (p (alloclen (intptr_t)p-next)) { + free(p); + p = NULL; + } + + if (!p) { + p = xmalloc(alloclen); + + /* +* until we go to it next round, .next holds how many bytes we +* allocated (for faster realloc - we don't need copying old data). +*/ + p-next = (struct combine_diff_path *)(intptr_t)alloclen; This reuse of the .next field is somewhat yucky, but it is very localized inside a function that has a single callsite to this function, so let's let it pass. I agree it is not pretty, but it was the best approach I could find for avoiding memory re-allocation without introducing new fields into `struct combine_diff_path`. And yes, the trick is localized, so let's let it live. +static struct combine_diff_path *emit_path(struct combine_diff_path *p, + struct strbuf *base, struct diff_options *opt, int nparent, + struct tree_desc *t, struct tree_desc *tp, + int imin) { Again, fairly straight-forward and good. Thanks again. +/* + * generate paths for combined diff D(sha1,parents_sha1[]) + ... +static struct combine_diff_path *ll_diff_tree_paths( + struct combine_diff_path *p, const unsigned char *sha1, + const unsigned char **parents_sha1, int nparent, + struct strbuf *base, struct diff_options *opt) +{ + struct tree_desc t, *tp; + void *ttree, **tptree; + int i; + + tp = xalloca(nparent * sizeof(tp[0])); + tptree = xalloca(nparent * sizeof(tptree[0])); + + /* +* load parents first, as they are probably already cached. +* +* ( log_tree_diff() parses commit-parent before calling here via +* diff_tree_sha1(parent, commit) ) +*/ + for (i = 0; i nparent; ++i) + tptree[i] = fill_tree_descriptor(tp[i], parents_sha1[i]); + ttree = fill_tree_descriptor(t, sha1); /* Enable recursion indefinitely */ opt-pathspec.recursive = DIFF_OPT_TST(opt, RECURSIVE); for (;;) { - int cmp; + int imin, cmp; if (diff_can_quit_early(opt)) break; + if (opt-pathspec.nr) { - skip_uninteresting(t1, base, opt); - skip_uninteresting(t2, base, opt); + skip_uninteresting(t, base, opt); + for (i = 0; i nparent; i++) + skip_uninteresting(tp[i], base, opt); } - if (!t1.size !t2.size) - break; - cmp = tree_entry_pathcmp(t1, t2); + /* comparing is finished when all trees are done */ + if (!t.size) { + int done = 1; + for (i = 0; i nparent; ++i) + if (tp[i].size) { + done = 0; + break; + } + if (done) + break; + } + + /* +* lookup imin = argmin(x1...xn), +* mark entries whether they =tp[imin] along the way +*/ + imin = 0; + tp[0].entry.mode = ~S_IFXMIN_NEQ; + + for (i = 1; i nparent; ++i) { + cmp = tree_entry_pathcmp(tp[i], tp[imin]); + if (cmp 0) { + imin = i; +
Re: [PATCH v2 18/19] tree-diff: rework diff_tree() to generate diffs for multiparent cases as well
Kirill Smelkov k...@navytux.spb.ru writes: +extern +struct combine_diff_path *diff_tree_paths( These two on the same line, please. + struct combine_diff_path *p, const unsigned char *sha1, + const unsigned char **parent_sha1, int nparent, + struct strbuf *base, struct diff_options *opt); extern int diff_tree_sha1(const unsigned char *old, const unsigned char *new, const char *base, struct diff_options *opt); ... +/* + * convert path - opt-diff_*() callbacks + * + * emits diff to first parent only, and tells diff tree-walker that we are done + * with p and it can be freed. + */ +static int emit_diff_first_parent_only(struct diff_options *opt, struct combine_diff_path *p) { Very straight-forward; good. +static struct combine_diff_path *path_appendnew(struct combine_diff_path *last, + int nparent, const struct strbuf *base, const char *path, int pathlen, + unsigned mode, const unsigned char *sha1) +{ + struct combine_diff_path *p; + int len = base-len + pathlen; + int alloclen = combine_diff_path_size(nparent, len); + + /* if last-next is !NULL - it is a pre-allocated memory, we can reuse */ + p = last-next; + if (p (alloclen (intptr_t)p-next)) { + free(p); + p = NULL; + } + + if (!p) { + p = xmalloc(alloclen); + + /* + * until we go to it next round, .next holds how many bytes we + * allocated (for faster realloc - we don't need copying old data). + */ + p-next = (struct combine_diff_path *)(intptr_t)alloclen; This reuse of the .next field is somewhat yucky, but it is very localized inside a function that has a single callsite to this function, so let's let it pass. +static struct combine_diff_path *emit_path(struct combine_diff_path *p, + struct strbuf *base, struct diff_options *opt, int nparent, + struct tree_desc *t, struct tree_desc *tp, + int imin) { Again, fairly straight-forward and good. +/* + * generate paths for combined diff D(sha1,parents_sha1[]) + ... +static struct combine_diff_path *ll_diff_tree_paths( + struct combine_diff_path *p, const unsigned char *sha1, + const unsigned char **parents_sha1, int nparent, + struct strbuf *base, struct diff_options *opt) +{ + struct tree_desc t, *tp; + void *ttree, **tptree; + int i; + + tp = xalloca(nparent * sizeof(tp[0])); + tptree = xalloca(nparent * sizeof(tptree[0])); + + /* + * load parents first, as they are probably already cached. + * + * ( log_tree_diff() parses commit-parent before calling here via + * diff_tree_sha1(parent, commit) ) + */ + for (i = 0; i nparent; ++i) + tptree[i] = fill_tree_descriptor(tp[i], parents_sha1[i]); + ttree = fill_tree_descriptor(t, sha1); /* Enable recursion indefinitely */ opt-pathspec.recursive = DIFF_OPT_TST(opt, RECURSIVE); for (;;) { - int cmp; + int imin, cmp; if (diff_can_quit_early(opt)) break; + if (opt-pathspec.nr) { - skip_uninteresting(t1, base, opt); - skip_uninteresting(t2, base, opt); + skip_uninteresting(t, base, opt); + for (i = 0; i nparent; i++) + skip_uninteresting(tp[i], base, opt); } - if (!t1.size !t2.size) - break; - cmp = tree_entry_pathcmp(t1, t2); + /* comparing is finished when all trees are done */ + if (!t.size) { + int done = 1; + for (i = 0; i nparent; ++i) + if (tp[i].size) { + done = 0; + break; + } + if (done) + break; + } + + /* + * lookup imin = argmin(x1...xn), + * mark entries whether they =tp[imin] along the way + */ + imin = 0; + tp[0].entry.mode = ~S_IFXMIN_NEQ; + + for (i = 1; i nparent; ++i) { + cmp = tree_entry_pathcmp(tp[i], tp[imin]); + if (cmp 0) { + imin = i; + tp[i].entry.mode = ~S_IFXMIN_NEQ; + } + else if (cmp == 0) { + tp[i].entry.mode = ~S_IFXMIN_NEQ; + } + else { + tp[i].entry.mode |= S_IFXMIN_NEQ; + } + } + + /* fixup markings for entries before imin */ + for (i
Re: [PATCH v2 18/19] tree-diff: rework diff_tree() to generate diffs for multiparent cases as well
On Mon, Feb 24, 2014 at 08:21:50PM +0400, Kirill Smelkov wrote: [...] not changed: - low-level helpers are still named with __ prefix as, imho, that is the best convention to name such helpers, without sacrificing signal/noise ratio. All of them are now static though. Please find attached corrected version of this patch with __diff_tree_sha1() renamed to ll_diff_tree_sha1() and other identifiers corrected similarly for consistency with Git codebase style. Thanks, Kirill (please keep author email) 8 From: Kirill Smelkov k...@mns.spb.ru Date: Mon, 24 Feb 2014 20:21:50 +0400 Subject: [PATCH v3] tree-diff: rework diff_tree() to generate diffs for multiparent cases as well Previously diff_tree(), which is now named ll_diff_tree_sha1(), was generating diff_filepair(s) for two trees t1 and t2, and that was usually used for a commit as t1=HEAD~, and t2=HEAD - i.e. to see changes a commit introduces. In Git, however, we have fundamentally built flexibility in that a commit can have many parents - 1 for a plain commit, 2 for a simple merge, but also more than 2 for merging several heads at once. For merges there is a so called combine-diff, which shows diff, a merge introduces by itself, omitting changes done by any parent. That works through first finding paths, that are different to all parents, and then showing generalized diff, with separate columns for +/- for each parent. The code lives in combine-diff.c . There is an impedance mismatch, however, in that a commit could generally have any number of parents, and that while diffing trees, we divide cases for 2-tree diffs and more-than-2-tree diffs. I mean there is no special casing for multiple parents commits in e.g. revision-walker . That impedance mismatch *hurts* *performance* *badly* for generating combined diffs - in combine-diff: optimize combine_diff_path sets intersection I've already removed some slowness from it, but from the timings provided there, it could be seen, that combined diffs still cost more than an order of magnitude more cpu time, compared to diff for usual commits, and that would only be an optimistic estimate, if we take into account that for e.g. linux.git there is only one merge for several dozens of plain commits. That slowness comes from the fact that currently, while generating combined diff, a lot of time is spent computing diff(commit,commit^2) just to only then intersect that huge diff to almost small set of files from diff(commit,commit^1). That's because at present, to compute combine-diff, for first finding paths, that every parent touches, we use the following combine-diff property/definition: D(A,P1...Pn) = D(A,P1) ^ ... ^ D(A,Pn) (w.r.t. paths) where D(A,P1...Pn) is combined diff between commit A, and parents Pi and D(A,Pi) is usual two-tree diff Pi..A So if any of that D(A,Pi) is huge, tracting 1 n-parent combine-diff as n 1-parent diffs and intersecting results will be slow. And usually, for linux.git and other topic-based workflows, that D(A,P2) is huge, because, if merge-base of A and P2, is several dozens of merges (from A, via first parent) below, that D(A,P2) will be diffing sum of merges from several subsystems to 1 subsystem. The solution is to avoid computing n 1-parent diffs, and to find changed-to-all-parents paths via scanning A's and all Pi's trees simultaneously, at each step comparing their entries, and based on that comparison, populate paths result, and deduce we could *skip* *recursing* into subdirectories, if at least for 1 parent, sha1 of that dir tree is the same as in A. That would save us from doing significant amount of needless work. Such approach is very similar to what diff_tree() does, only there we deal with scanning only 2 trees simultaneously, and for n+1 tree, the logic is a bit more complex: D(A,X1...Xn) calculation scheme --- D(A,X1...Xn) = D(A,X1) ^ ... ^ D(A,Xn) (regarding resulting paths set) D(A,Xj) - diff between A..Xj D(A,X1...Xn)- combined diff from A to parents X1,...,Xn We start from all trees, which are sorted, and compare their entries in lock-step: A X1 Xn - -- |a| |x1| |xn| |-| |--| ... |--| i = argmin(x1...xn) | | | | | | |-| |--| |--| |.| |. | |. | . .. . .. at any time there could be 3 cases: 1) a xi; 2) a xi; 3) a = xi. Schematic deduction of what every case means, and what to do, follows: 1) a xi - ∀j a ∉ Xj - +a ∈ D(A,Xj) - D += +a; a↓ 2) a xi 2.1) ∃j: xj xi - -xi ∉ D(A,Xj) - D += ø; ∀ xk=xi xk↓ 2.2) ∀j xj = xi - xj ∉ A - -xj ∈ D(A,Xj) - D += -xi; ∀j xj↓ 3) a = xi 3.1) ∃j: xj xi - +a ∈ D(A,Xj) - only xk=xi remains to investigate 3.2) xj = xi - investigate δ(a,xj) | | v 3.1+3.2) looking at δ(a,xk) ∀k: xk=xi - if all != ø -
[PATCH v2 18/19] tree-diff: rework diff_tree() to generate diffs for multiparent cases as well
Previously diff_tree(), which is now named __diff_tree_sha1(), was generating diff_filepair(s) for two trees t1 and t2, and that was usually used for a commit as t1=HEAD~, and t2=HEAD - i.e. to see changes a commit introduces. In Git, however, we have fundamentally built flexibility in that a commit can have many parents - 1 for a plain commit, 2 for a simple merge, but also more than 2 for merging several heads at once. For merges there is a so called combine-diff, which shows diff, a merge introduces by itself, omitting changes done by any parent. That works through first finding paths, that are different to all parents, and then showing generalized diff, with separate columns for +/- for each parent. The code lives in combine-diff.c . There is an impedance mismatch, however, in that a commit could generally have any number of parents, and that while diffing trees, we divide cases for 2-tree diffs and more-than-2-tree diffs. I mean there is no special casing for multiple parents commits in e.g. revision-walker . That impedance mismatch *hurts* *performance* *badly* for generating combined diffs - in combine-diff: optimize combine_diff_path sets intersection I've already removed some slowness from it, but from the timings provided there, it could be seen, that combined diffs still cost more than an order of magnitude more cpu time, compared to diff for usual commits, and that would only be an optimistic estimate, if we take into account that for e.g. linux.git there is only one merge for several dozens of plain commits. That slowness comes from the fact that currently, while generating combined diff, a lot of time is spent computing diff(commit,commit^2) just to only then intersect that huge diff to almost small set of files from diff(commit,commit^1). That's because at present, to compute combine-diff, for first finding paths, that every parent touches, we use the following combine-diff property/definition: D(A,P1...Pn) = D(A,P1) ^ ... ^ D(A,Pn) (w.r.t. paths) where D(A,P1...Pn) is combined diff between commit A, and parents Pi and D(A,Pi) is usual two-tree diff Pi..A So if any of that D(A,Pi) is huge, tracting 1 n-parent combine-diff as n 1-parent diffs and intersecting results will be slow. And usually, for linux.git and other topic-based workflows, that D(A,P2) is huge, because, if merge-base of A and P2, is several dozens of merges (from A, via first parent) below, that D(A,P2) will be diffing sum of merges from several subsystems to 1 subsystem. The solution is to avoid computing n 1-parent diffs, and to find changed-to-all-parents paths via scanning A's and all Pi's trees simultaneously, at each step comparing their entries, and based on that comparison, populate paths result, and deduce we could *skip* *recursing* into subdirectories, if at least for 1 parent, sha1 of that dir tree is the same as in A. That would save us from doing significant amount of needless work. Such approach is very similar to what diff_tree() does, only there we deal with scanning only 2 trees simultaneously, and for n+1 tree, the logic is a bit more complex: D(A,X1...Xn) calculation scheme --- D(A,X1...Xn) = D(A,X1) ^ ... ^ D(A,Xn) (regarding resulting paths set) D(A,Xj) - diff between A..Xj D(A,X1...Xn)- combined diff from A to parents X1,...,Xn We start from all trees, which are sorted, and compare their entries in lock-step: A X1 Xn - -- |a| |x1| |xn| |-| |--| ... |--| i = argmin(x1...xn) | | | | | | |-| |--| |--| |.| |. | |. | . .. . .. at any time there could be 3 cases: 1) a xi; 2) a xi; 3) a = xi. Schematic deduction of what every case means, and what to do, follows: 1) a xi - ∀j a ∉ Xj - +a ∈ D(A,Xj) - D += +a; a↓ 2) a xi 2.1) ∃j: xj xi - -xi ∉ D(A,Xj) - D += ø; ∀ xk=xi xk↓ 2.2) ∀j xj = xi - xj ∉ A - -xj ∈ D(A,Xj) - D += -xi; ∀j xj↓ 3) a = xi 3.1) ∃j: xj xi - +a ∈ D(A,Xj) - only xk=xi remains to investigate 3.2) xj = xi - investigate δ(a,xj) | | v 3.1+3.2) looking at δ(a,xk) ∀k: xk=xi - if all != ø - ⎧δ(a,xk) - if xk=xi - D += ⎨ ⎩+a - if xkxi in any case a↓ ∀ xk=xi xk↓ ~ For comparison, here is how diff_tree() works: D(A,B) calculation scheme - A B - - |a| |b|a b - a ∉ B - D(A,B) += +aa↓ |-| |-|a b - b ∉ A - D(A,B) += -bb↓ | | | |a = b - investigate δ(a,b)a↓ b↓ |-| |-| |.| |.| . . . . This patch generalizes diff tree-walker to work with arbitrary number of parents as described above - i.e. now there is a resulting tree t, and some parents trees tp[i] i=[0..nparent). The generalization builds on