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Home -> Community -> Usenet -> comp.databases.theory -> Re: Does Codd's view of a relational database differ from that ofDate&Darwin?[M.Gittens]
> That's funny. That reminds me of people saying that such algebras are
> already available in the literature. :-)
I seem to remember you and I having a conversation about this a year or two ago. I did some research at that time but didn't come across anything I liked very much.
The canonical "list algebra" that I'm used to thinking of is car/cdr/cons, or comparable things from languages like ML or Haskell, where you can pattern match on x : xs.
Do you have other examples of list algebras that you're particularly impressed with for their expressive power? (BTW, I have access to ACM now; that's been an issue in the past.)
I also note that one can treat a list as a set by including the index in the element tuple, but this seems only modestly useful.
Marshall Received on Thu Jun 09 2005 - 09:36:32 CDT
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