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[jira] Commented: (DERBY-642) SELECT MAX doesn't use indices optimally Knut Anders Hatlen (JIRA) Mon Feb 28 02:00:17 2011

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https://issues.apache.org/jira/browse/DERBY-642?page=com.atlassian.jira.plugin.system.issuetabpanels:comment-tabpanel&focusedCommentId=13000182#comment-13000182
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Knut Anders Hatlen commented on DERBY-642:
------------------------------------------

Committed the 3a patch with revision 1075248.

> SELECT MAX doesn't use indices optimally
> ----------------------------------------
>
>                 Key: DERBY-642
>                 URL: https://issues.apache.org/jira/browse/DERBY-642
>             Project: Derby
>          Issue Type: Improvement
>          Components: Store
>    Affects Versions: 10.2.1.6
>            Reporter: Knut Anders Hatlen
>            Assignee: Knut Anders Hatlen
>            Priority: Minor
>         Attachments: derby-642-1a.diff, derby-642-1b-withTests.diff, 
> derby-642-2a-test-serializable.diff, derby-642-3a-waitBeforeRetry.diff
>
>
> I tried running SELECT MAX on an indexed column in a big (8 GB)
> table. It took 12 minutes, which is about 12 minutes more than I
> expected.
> After a bit of investigation, I found out that a full index scan was
> performed because all the rows referenced from the rightmost B-tree
> node were actually deleted.
> Possible improvements:
>   1. Implement backwards scan in the B-trees (this is also suggested
>      in the comments in BTreeMaxScan).
>   2. Go up to the parent node and down to the next leaf node on the
>      left side, and continue until a valid max value is found. In
>      Derby, traversing up in a B-tree is not allowed, but would it be
>      ok to go up if the latches were kept on the higher-level nodes in
>      the tree? Of course, this would have negative impact on
>      concurrency.
>   3. Right-to-left traversal on the leaf level is possible (using
>      ControlRow.getLeftSibling()), but will throw an exception if the
>      page cannot be latched without waiting. It is therefore possible
>      to try a right-to-left search for the max value, and only fall
>      back to the left-to-right approach if a conflict arises.

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