Tuning current tuplesort external sort code for 8.2 - Mailing list pgsql-hackers
From | Simon Riggs |
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Subject | Tuning current tuplesort external sort code for 8.2 |
Date | |
Msg-id | 1128371730.8603.117.camel@localhost.localdomain Whole thread Raw |
Responses |
Re: Tuning current tuplesort external sort code for 8.2
Re: Tuning current tuplesort external sort code for 8.2 |
List | pgsql-hackers |
Based upon profiling of the initial stage of external sorting, it seems that this stage is overall CPU bound, with hotspots in comparetup_* accounting for around 50% of CPU time; lets just call that too much, since your exact experience may vary. Previously, I'd looked through all of the code with respect to the basic algorithms. These are good, but it seemed very likely that there would be opportunities to improve on the way things are, so I kept looking. AFAICS the following opportunities exist, without changing any of the theoretical algorithms or the flexibility of definable datatypes: 1. tuplesort_heap_siftup and tuplesort_heap_insert make no attempt to cache the values of keys that have been obtained from *_getattr macros. The two routines navigate a tournament sort heap, so that on average 50% of comparisons use at least one immediately preceeding tuple and key values from that could be cached ready for the next call. Caching would reduce number of *_getattr calls from 2N to N+1, where N is likely to go up on average linearly with work_mem. This would reduce the cost of comparetup_ significantly. The inlined calls to myFunctionCall2 could also take advantage of that caching to reduce pre-call setup by at least 50% also. (Only the first sort key attr would be cached, since the vast majority of times only the first sort key will be checked. The sort does use index number as first sort key at this time, but since this is run- number, that isn't granular enough to reduce comparisons sufficiently). All of the remaining ideas relate to NULL handling. 2. In comparetup_ the second attr value is always fetched, even when the first attr is null. When the first attr is null the value of the second need never be checked, just whether the second attr is null or not, so the full cost of the *_getattr need not actually be paid at all. The relevance of this is not reduced as a result of the caching suggested in (1). 3. In a great many cases, sorts will be performed on non-nullable attrs, e.g. PK indexes, many FK indexes, sort-merge joins based upon a FK that is a subset of the PK (a typical one-many relationship) and groupings also. In the majority of cases, these attrs are at the start of a tuple. The *_getattr macros are particularly poor at handling NULLs. When *_getattr sees *any* NULL is present for a tuple it checks the nullability of all attrs up to the current attrnum before returning using the cached offsets. The macro could be altered so that if the current attrnum < firstNullableAttrnum (which we can set once for the high level tupleDesc, rather than once per tuple) then we use the cached offset, whether or not other nulls exist within the tuple. If not, then we can start testing for nullability from the firstNullableAttrnum. Currently, if we are *slow* according to nocachegetattr, i.e. there was a prior NULL value, then we forget which one that was and go and re- check them all from the start again. When slow, we could start calculating the offset using the cached value of firstNull and then working up from there. (All of that relates to the macros in general, though they aren't actually used anymore apart from in various catalog fetches and COPY TO) Also, there is an opportunity to modify the run building with respect to NULL values. Knuth's algorithm doesn't take into account 3VL at all, so he might have wanted to do the following, if he could: 4. In an external sort we do a k passes through the total sort file. During run building, the first comparison will reveal that a value has a leading NULL sort key attr. NULLs always sort higher/lower than all other values, yet are equal to each other. Once we know a tuple has a leading NULL sort key attr, we could divert it to a NULL-holding file to avoid involving it in many pointless comparisons and read/write I/Os. Once all tuples have been emitted, the NULL-holding file can itself be sorted recursively (starting at the second key etc.). At the end, the NULL-holding file can be either read first or last, according to where NULLs are placed (hi/lo/asc/desc). That technique might be of use when we are trying to stay just inside memory, or when we have so many sort passes that saving time on the NULLs could be a real saving; this would likely be too much code for too little benefit. (This may be orthogonal to the idea of using very large numbers of virtual tapes). Other possibilities exist, most notable of which is the > 6 tape merge already mentioned by Tom. None of the above conflicts with that change. Assuming these sound good to all, I'll be starting to write up these ideas in a couple of weeks, though comments on these specific code suggestions are welcome now. It may be possible to improve upon the basic theoretical algorithms, but I'm not looking to try that right now. We've got enough ideas here to make some good progress over next few months. Best Regards, Simon Riggs
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