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Old 02-07-2004, 08:44 AM   #1 (permalink)
kel
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[THEORY]DBMS join order optimization

So I have been mulling over this question from a problem set for the past week.

Quote:
Show that the lowest-cost join order can be computed in time O(3^n). Assume that you can store and look up information about a set of relations (such as the optimal join order for the set, and the cost of that join order) in constant time. The proof will require the use of a binomial theorem.
(I will format it in PDF and post it here).

The pseudocode for the algorithm used in optimization is also in the PDF which I will post in 10 minutes.

[EDIT] OKAY, here it is. The binomial theorem and the pseudocode for the join order optimization algorithm.[/EDIT]
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Last edited by kel; 02-07-2004 at 10:11 AM.
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Old 02-07-2004, 11:28 AM   #2 (permalink)
kel
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And converted to a .gif

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Old 02-08-2004, 02:37 PM   #3 (permalink)
kel
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So no one wants to touch this?
Not even with a 10 foot pole?
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Old 02-08-2004, 02:41 PM   #4 (permalink)
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not w/ a 50 foot poll. sorry
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