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hash.c | ||
hashfunc.c | ||
hashinsert.c | ||
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hashscan.c | ||
hashsearch.c | ||
hashsort.c | ||
hashutil.c | ||
Makefile | ||
README |
$PostgreSQL: pgsql/src/backend/access/hash/README,v 1.8 2008/03/20 17:55:14 momjian Exp $ Hash Indexing ============= This directory contains an implementation of hash indexing for Postgres. Most of the core ideas are taken from Margo Seltzer and Ozan Yigit, A New Hashing Package for UNIX, Proceedings of the Winter USENIX Conference, January 1991. (Our in-memory hashtable implementation, src/backend/utils/hash/dynahash.c, also relies on some of the same concepts; it is derived from code written by Esmond Pitt and later improved by Margo among others.) A hash index consists of two or more "buckets", into which tuples are placed whenever their hash key maps to the bucket number. The key-to-bucket-number mapping is chosen so that the index can be incrementally expanded. When a new bucket is to be added to the index, exactly one existing bucket will need to be "split", with some of its tuples being transferred to the new bucket according to the updated key-to-bucket-number mapping. This is essentially the same hash table management technique embodied in src/backend/utils/hash/dynahash.c for in-memory hash tables. Each bucket in the hash index comprises one or more index pages. The bucket's first page is permanently assigned to it when the bucket is created. Additional pages, called "overflow pages", are added if the bucket receives too many tuples to fit in the primary bucket page. The pages of a bucket are chained together in a doubly-linked list using fields in the index page special space. There is currently no provision to shrink a hash index, other than by rebuilding it with REINDEX. Overflow pages can be recycled for reuse in other buckets, but we never give them back to the operating system. There is no provision for reducing the number of buckets, either. Page Addressing --------------- There are four kinds of pages in a hash index: the meta page (page zero), which contains statically allocated control information; primary bucket pages; overflow pages; and bitmap pages, which keep track of overflow pages that have been freed and are available for re-use. For addressing purposes, bitmap pages are regarded as a subset of the overflow pages. Primary bucket pages and overflow pages are allocated independently (since any given index might need more or fewer overflow pages relative to its number of buckets). The hash code uses an interesting set of addressing rules to support a variable number of overflow pages while not having to move primary bucket pages around after they are created. Primary bucket pages (henceforth just "bucket pages") are allocated in power-of-2 groups, called "split points" in the code. Buckets 0 and 1 are created when the index is initialized. At the first split, buckets 2 and 3 are allocated; when bucket 4 is needed, buckets 4-7 are allocated; when bucket 8 is needed, buckets 8-15 are allocated; etc. All the bucket pages of a power-of-2 group appear consecutively in the index. This addressing scheme allows the physical location of a bucket page to be computed from the bucket number relatively easily, using only a small amount of control information. We take the log2() of the bucket number to determine which split point S the bucket belongs to, and then simply add "hashm_spares[S] + 1" (where hashm_spares[] is an array stored in the metapage) to compute the physical address. hashm_spares[S] can be interpreted as the total number of overflow pages that have been allocated before the bucket pages of splitpoint S. hashm_spares[0] is always 0, so that buckets 0 and 1 (which belong to splitpoint 0) always appear at block numbers 1 and 2, just after the meta page. We always have hashm_spares[N] <= hashm_spares[N+1], since the latter count includes the former. The difference between the two represents the number of overflow pages appearing between the bucket page groups of splitpoints N and N+1. (Note: the above describes what happens when filling an initially minimally sized hash index. In practice, we try to estimate the required index size and allocate a suitable number of splitpoints immediately, to avoid expensive re-splitting during initial index build.) When S splitpoints exist altogether, the array entries hashm_spares[0] through hashm_spares[S] are valid; hashm_spares[S] records the current total number of overflow pages. New overflow pages are created as needed at the end of the index, and recorded by incrementing hashm_spares[S]. When it is time to create a new splitpoint's worth of bucket pages, we copy hashm_spares[S] into hashm_spares[S+1] and increment S (which is stored in the hashm_ovflpoint field of the meta page). This has the effect of reserving the correct number of bucket pages at the end of the index, and preparing to allocate additional overflow pages after those bucket pages. hashm_spares[] entries before S cannot change anymore, since that would require moving already-created bucket pages. The last page nominally used by the index is always determinable from hashm_spares[S]. To avoid complaints from smgr, the logical EOF as seen by the filesystem and smgr must always be greater than or equal to this page. We have to allow the case "greater than" because it's possible that during an index extension we crash after allocating filesystem space and before updating the metapage. Note that on filesystems that allow "holes" in files, it's entirely likely that pages before the logical EOF are not yet allocated: when we allocate a new splitpoint's worth of bucket pages, we physically zero the last such page to force the EOF up, and the first such page will be used immediately, but the intervening pages are not written until needed. Since overflow pages may be recycled if enough tuples are deleted from their bucket, we need a way to keep track of currently-free overflow pages. The state of each overflow page (0 = available, 1 = not available) is recorded in "bitmap" pages dedicated to this purpose. The entries in the bitmap are indexed by "bit number", a zero-based count in which every overflow page has a unique entry. We can convert between an overflow page's physical block number and its bit number using the information in hashm_spares[] (see hashovfl.c for details). The bit number sequence includes the bitmap pages, which is the reason for saying that bitmap pages are a subset of the overflow pages. It turns out in fact that each bitmap page's first bit represents itself --- this is not an essential property, but falls out of the fact that we only allocate another bitmap page when we really need one. Bit number zero always corresponds to the first bitmap page, which is allocated during index creation just after all the initially created buckets. Lock Definitions ---------------- We use both lmgr locks ("heavyweight" locks) and buffer context locks (LWLocks) to control access to a hash index. lmgr locks are needed for long-term locking since there is a (small) risk of deadlock, which we must be able to detect. Buffer context locks are used for short-term access control to individual pages of the index. We define the following lmgr locks for a hash index: LockPage(rel, 0) represents the right to modify the hash-code-to-bucket mapping. A process attempting to enlarge the hash table by splitting a bucket must exclusive-lock this lock before modifying the metapage data representing the mapping. Processes intending to access a particular bucket must share-lock this lock until they have acquired lock on the correct target bucket. LockPage(rel, page), where page is the page number of a hash bucket page, represents the right to split or compact an individual bucket. A process splitting a bucket must exclusive-lock both old and new halves of the bucket until it is done. A process doing VACUUM must exclusive-lock the bucket it is currently purging tuples from. Processes doing scans or insertions must share-lock the bucket they are scanning or inserting into. (It is okay to allow concurrent scans and insertions.) The lmgr lock IDs corresponding to overflow pages are currently unused. These are available for possible future refinements. Note that these lock definitions are conceptually distinct from any sort of lock on the pages whose numbers they share. A process must also obtain read or write buffer lock on the metapage or bucket page before accessing said page. Processes performing hash index scans must hold share lock on the bucket they are scanning throughout the scan. This seems to be essential, since there is no reasonable way for a scan to cope with its bucket being split underneath it. This creates a possibility of deadlock external to the hash index code, since a process holding one of these locks could block waiting for an unrelated lock held by another process. If that process then does something that requires exclusive lock on the bucket, we have deadlock. Therefore the bucket locks must be lmgr locks so that deadlock can be detected and recovered from. This also forces the page-zero lock to be an lmgr lock, because as we'll see below it is held while attempting to acquire a bucket lock, and so it could also participate in a deadlock. Processes must obtain read (share) buffer context lock on any hash index page while reading it, and write (exclusive) lock while modifying it. To prevent deadlock we enforce these coding rules: no buffer lock may be held long term (across index AM calls), nor may any buffer lock be held while waiting for an lmgr lock, nor may more than one buffer lock be held at a time by any one process. (The third restriction is probably stronger than necessary, but it makes the proof of no deadlock obvious.) Pseudocode Algorithms --------------------- The operations we need to support are: readers scanning the index for entries of a particular hash code (which by definition are all in the same bucket); insertion of a new tuple into the correct bucket; enlarging the hash table by splitting an existing bucket; and garbage collection (deletion of dead tuples and compaction of buckets). Bucket splitting is done at conclusion of any insertion that leaves the hash table more full than the target load factor, but it is convenient to consider it as an independent operation. Note that we do not have a bucket-merge operation --- the number of buckets never shrinks. Insertion, splitting, and garbage collection may all need access to freelist management, which keeps track of available overflow pages. The reader algorithm is: share-lock page 0 (to prevent active split) read/sharelock meta page compute bucket number for target hash key release meta page share-lock bucket page (to prevent split/compact of this bucket) release page 0 share-lock -- then, per read request: read/sharelock current page of bucket step to next page if necessary (no chaining of locks) get tuple release current page -- at scan shutdown: release bucket share-lock By holding the page-zero lock until lock on the target bucket is obtained, the reader ensures that the target bucket calculation is valid (otherwise the bucket might be split before the reader arrives at it, and the target entries might go into the new bucket). Holding the bucket sharelock for the remainder of the scan prevents the reader's current-tuple pointer from being invalidated by other processes. Notice though that the reader need not prevent other buckets from being split or compacted. The insertion algorithm is rather similar: share-lock page 0 (to prevent active split) read/sharelock meta page compute bucket number for target hash key release meta page share-lock bucket page (to prevent split/compact of this bucket) release page 0 share-lock -- (so far same as reader) read/exclusive-lock current page of bucket if full, release, read/exclusive-lock next page; repeat as needed >> see below if no space in any page of bucket insert tuple write/release current page release bucket share-lock read/exclusive-lock meta page increment tuple count, decide if split needed write/release meta page done if no split needed, else enter Split algorithm below It is okay for an insertion to take place in a bucket that is being actively scanned, because it does not change the position of any existing item in the bucket, so scan states are not invalidated. We only need the short-term buffer locks to ensure that readers do not see a partially-updated page. It is clearly impossible for readers and inserters to deadlock, and in fact this algorithm allows them a very high degree of concurrency. (The exclusive metapage lock taken to update the tuple count is stronger than necessary, since readers do not care about the tuple count, but the lock is held for such a short time that this is probably not an issue.) When an inserter cannot find space in any existing page of a bucket, it must obtain an overflow page and add that page to the bucket's chain. Details of that part of the algorithm appear later. The page split algorithm is entered whenever an inserter observes that the index is overfull (has a higher-than-wanted ratio of tuples to buckets). The algorithm attempts, but does not necessarily succeed, to split one existing bucket in two, thereby lowering the fill ratio: exclusive-lock page 0 (assert the right to begin a split) read/exclusive-lock meta page check split still needed if split not needed anymore, drop locks and exit decide which bucket to split Attempt to X-lock old bucket number (definitely could fail) Attempt to X-lock new bucket number (shouldn't fail, but...) if above fail, drop locks and exit update meta page to reflect new number of buckets write/release meta page release X-lock on page 0 -- now, accesses to all other buckets can proceed. Perform actual split of bucket, moving tuples as needed >> see below about acquiring needed extra space Release X-locks of old and new buckets Note the page zero and metapage locks are not held while the actual tuple rearrangement is performed, so accesses to other buckets can proceed in parallel; in fact, it's possible for multiple bucket splits to proceed in parallel. Split's attempt to X-lock the old bucket number could fail if another process holds S-lock on it. We do not want to wait if that happens, first because we don't want to wait while holding the metapage exclusive-lock, and second because it could very easily result in deadlock. (The other process might be out of the hash AM altogether, and could do something that blocks on another lock this process holds; so even if the hash algorithm itself is deadlock-free, a user-induced deadlock could occur.) So, this is a conditional LockAcquire operation, and if it fails we just abandon the attempt to split. This is all right since the index is overfull but perfectly functional. Every subsequent inserter will try to split, and eventually one will succeed. If multiple inserters failed to split, the index might still be overfull, but eventually, the index will not be overfull and split attempts will stop. (We could make a successful splitter loop to see if the index is still overfull, but it seems better to distribute the split overhead across successive insertions.) A problem is that if a split fails partway through (eg due to insufficient disk space) the index is left corrupt. The probability of that could be made quite low if we grab a free page or two before we update the meta page, but the only real solution is to treat a split as a WAL-loggable, must-complete action. I'm not planning to teach hash about WAL in this go-round. The fourth operation is garbage collection (bulk deletion): next bucket := 0 read/sharelock meta page fetch current max bucket number release meta page while next bucket <= max bucket do Acquire X lock on target bucket Scan and remove tuples, compact free space as needed Release X lock next bucket ++ end loop exclusive-lock meta page check if number of buckets changed if so, release lock and return to for-each-bucket loop else update metapage tuple count write/release meta page Note that this is designed to allow concurrent splits. If a split occurs, tuples relocated into the new bucket will be visited twice by the scan, but that does no harm. (We must however be careful about the statistics reported by the VACUUM operation. What we can do is count the number of tuples scanned, and believe this in preference to the stored tuple count if the stored tuple count and number of buckets did *not* change at any time during the scan. This provides a way of correcting the stored tuple count if it gets out of sync for some reason. But if a split or insertion does occur concurrently, the scan count is untrustworthy; instead, subtract the number of tuples deleted from the stored tuple count and use that.) The exclusive lock request could deadlock in some strange scenarios, but we can just error out without any great harm being done. Free Space Management --------------------- (Question: why is this so complicated? Why not just have a linked list of free pages with the list head in the metapage? It's not like we avoid needing to modify the metapage with all this.) Free space management consists of two sub-algorithms, one for reserving an overflow page to add to a bucket chain, and one for returning an empty overflow page to the free pool. Obtaining an overflow page: read/exclusive-lock meta page determine next bitmap page number; if none, exit loop release meta page lock read/exclusive-lock bitmap page search for a free page (zero bit in bitmap) if found: set bit in bitmap write/release bitmap page read/exclusive-lock meta page if first-free-bit value did not change, update it and write meta page release meta page return page number else (not found): release bitmap page loop back to try next bitmap page, if any -- here when we have checked all bitmap pages; we hold meta excl. lock extend index to add another overflow page; update meta information write/release meta page return page number It is slightly annoying to release and reacquire the metapage lock multiple times, but it seems best to do it that way to minimize loss of concurrency against processes just entering the index. We don't want to hold the metapage exclusive lock while reading in a bitmap page. (We can at least avoid repeated buffer pin/unpin here.) The normal path for extending the index does not require doing I/O while holding the metapage lock. We do have to do I/O when the extension requires adding a new bitmap page as well as the required overflow page ... but that is an infrequent case, so the loss of concurrency seems acceptable. The portion of tuple insertion that calls the above subroutine looks like this: -- having determined that no space is free in the target bucket: remember last page of bucket, drop write lock on it call free-page-acquire routine re-write-lock last page of bucket if it is not last anymore, step to the last page update (former) last page to point to new page write-lock and initialize new page, with back link to former last page write and release former last page insert tuple into new page -- etc. Notice this handles the case where two concurrent inserters try to extend the same bucket. They will end up with a valid, though perhaps space-inefficient, configuration: two overflow pages will be added to the bucket, each containing one tuple. The last part of this violates the rule about holding write lock on two pages concurrently, but it should be okay to write-lock the previously free page; there can be no other process holding lock on it. Bucket splitting uses a similar algorithm if it has to extend the new bucket, but it need not worry about concurrent extension since it has exclusive lock on the new bucket. Freeing an overflow page is done by garbage collection and by bucket splitting (the old bucket may contain no-longer-needed overflow pages). In both cases, the process holds exclusive lock on the containing bucket, so need not worry about other accessors of pages in the bucket. The algorithm is: delink overflow page from bucket chain (this requires read/update/write/release of fore and aft siblings) read/share-lock meta page determine which bitmap page contains the free space bit for page release meta page read/exclusive-lock bitmap page update bitmap bit write/release bitmap page if page number is less than what we saw as first-free-bit in meta: read/exclusive-lock meta page if page number is still less than first-free-bit, update first-free-bit field and write meta page release meta page We have to do it this way because we must clear the bitmap bit before changing the first-free-bit field (hashm_firstfree). It is possible that we set first-free-bit too small (because someone has already reused the page we just freed), but that is okay; the only cost is the next overflow page acquirer will scan more bitmap bits than he needs to. What must be avoided is having first-free-bit greater than the actual first free bit, because then that free page would never be found by searchers. All the freespace operations should be called while holding no buffer locks. Since they need no lmgr locks, deadlock is not possible. Other Notes ----------- All the shenanigans with locking prevent a split occurring while *another* process is stopped in a given bucket. They do not ensure that one of our *own* backend's scans is not stopped in the bucket, because lmgr doesn't consider a process's own locks to conflict. So the Split algorithm must check for that case separately before deciding it can go ahead with the split. VACUUM does not have this problem since nothing else can be happening within the vacuuming backend. Should we instead try to fix the state of any conflicting local scan? Seems mighty ugly --- got to move the held bucket S-lock as well as lots of other messiness. For now, just punt and don't split.