Re: Adding skip scan (including MDAM style range skip scan) to nbtree
Peter Geoghegan <pg@bowt.ie>
Commits
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the thread's linked commits as JSON, with link sources.
API reference →
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nbtree: Always set skipScan flag on rescan.
- 454c046094ab 19 (unreleased) landed
- bee763aea13f 18.0 landed
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meson: Build numeric.c with -ftree-vectorize.
- 9016fa7e3bcd 19 (unreleased) cited
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Fix "variable not found in subplan target lists" in semijoin de-duplication.
- b8a1bdc458e3 19 (unreleased) cited
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Revert "nbtree: Remove useless row compare arg."
- dd2ce3792754 18.0 landed
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nbtree: Remove useless row compare arg.
- 54c6ea8c81db 18.0 cited
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Prevent premature nbtree array advancement.
- 5f4d98d4f371 18.0 landed
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nbtree: tighten up array recheck rules.
- 7e25c9363a82 18.0 landed
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Avoid treating nonrequired nbtree keys as required.
- 0f08df406822 18.0 landed
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Adjust overstrong nbtree skip array assertion.
- 9d924dbb3710 18.0 landed
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Make NULL tuple values always advance skip arrays.
- b75fedcab791 18.0 cited
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Avoid extra index searches through preprocessing.
- b3f1a13f22f9 18.0 landed
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Improve nbtree skip scan primitive scan scheduling.
- 21a152b37f36 18.0 landed
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Further optimize nbtree search scan key comparisons.
- 8a510275dd6b 18.0 landed
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Add nbtree skip scan optimization.
- 92fe23d93aa3 18.0 landed
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Improve nbtree array primitive scan scheduling.
- 9a2e2a285a14 18.0 landed
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nbtree: Make BTMaxItemSize into object-like macro.
- 426ea611171d 18.0 landed
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Show index search count in EXPLAIN ANALYZE, take 2.
- 0fbceae841cb 18.0 landed
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Make parallel nbtree index scans use an LWLock.
- 67fc4c9fd7fa 18.0 landed
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Show index search count in EXPLAIN ANALYZE.
- 5ead85fbc811 18.0 landed
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Avoid nbtree parallel scan currPos confusion.
- b5ee4e52026b 18.0 cited
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nbtree: Remove useless 'strat' local variable.
- b6558e4f837e 18.0 landed
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Normalize nbtree truncated high key array behavior.
- 79fa7b3b1a44 18.0 landed
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Refactor handling of nbtree array redundancies.
- b524974106ac 18.0 landed
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Fix nbtree pgstats accounting with parallel scans.
- c00c54a9ac1e 18.0 landed
- fb4f5e58af97 17.0 landed
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Avoid parallel nbtree index scan hangs with SAOPs.
- d8adfc18bebf 18.0 landed
- a24bffc021d9 17.0 landed
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Show Parallel Bitmap Heap Scan worker stats in EXPLAIN ANALYZE
- 5a1e6df3b84c 18.0 cited
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Enhance nbtree ScalarArrayOp execution.
- 5bf748b86bc6 17.0 cited
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Skip checking of scan keys required for directional scan in B-tree
- e0b1ee17dc3a 17.0 cited
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Instead of using a numberOfRequiredKeys count to distinguish required
- 7ccaf13a06b8 8.2.0 cited
Attachments
- v20-0001-Show-index-search-count-in-EXPLAIN-ANALYZE.patch (application/octet-stream) patch v20-0001
- v20-0003-Lower-the-overhead-of-nbtree-runtime-skip-checks.patch (application/octet-stream) patch v20-0003
- v20-0002-Add-skip-scan-to-nbtree.patch (application/octet-stream) patch v20-0002
On Wed, Dec 11, 2024 at 2:13 PM Peter Geoghegan <pg@bowt.ie> wrote: > Attached is v19. I now attach v20. This revision simplifies the "skipskip" optimization, from the v20-0003-* patch. We now apply it on every page that isn't the primitive index scan's first leaf page read (during skip scans) -- we'll no longer activate it midway through scanning a leaf page within _bt_readpage. The newly revised "skipskip" optimization seems to get the regressions down to only a 5% - 10% increase in runtime across a wide variety of unsympathetic cases -- I'm now validating performance against a test suite based on the adversarial cases presented by Masahiro Ikeda on this thread. Although I think that I'll end up tuning the "skipskip" mechanism some more (I may have been too conservative in marginal cases that actually do benefit from skipping), I deem these regressions to be acceptable. They're only seen in the most unsympathetic cases, where an omitted leading column has groupings of no more than about 50 index tuples, making skipping pretty hopeless. I knew from the outset that the hardest part of this project would be avoiding regressions in highly unsympathetic cases. The regressions that are still there seem very difficult to minimize any further; the overhead that remains comes from the simple need to maintain the scan's skip arrays once per page, before leaving the page. Once a scan decides to apply the "skipskip" optimization, it tends to stick with it for all future leaf pages -- leaving only the overhead of checking the high key while advancing the scan's arrays. I've cut just about all that that I can reasonably cut from the hot code paths that are at issue with the regressed cases. It's important to have a sense of the context that these regressions are seen in. We can reasonably hope that the optimizer wouldn't pick a plan like this in the first place, and/or hope that the user would create an appropriate index to avoid an inherently inefficient full index scan (a scan like the one that I've regressed). Plus the overhead only gets this high for index-only scans, where index traversal costs will naturally dominate. If a user's query really is made slower to the same degree (5% - 10%), then the user probably doesn't consider the query very performance critical. They're unlikely to notice the 5% - 10% regression -- creating the right index for the job will make the query multiple times faster, at a minimum. The break-even point where we should prefer to skip is pretty close to a policy of simply always skipping -- especially with the "skipskip" optimization/patch in place. That makes it seem unlikely that we could do much better by giving the optimizer a greater role in things. I just don't think that the optimizer has sufficiently accurate information about the characteristics of the index to get anything close to the level of precision that is required to avoid regressions. For example, I see many queries that are ~5x faster than an equivalent full index scan, despite only ever skipping over every second leaf page -- there are still big savings in CPU costs for such cases. We see big speedups in these "marginal" cases -- speedups that are really hard to model using the available statistics. If a reliable cost function could be built, then it would be very sensitive to its parameters, and would exhibit very nonlinear behavior. In general, something that behaves like that seems unlikely to ever be truly reliable. -- Peter Geoghegan