in reply to Challenge: Sorting Sums Of Sorted Series
Can't help, have to ask this question:
how would an algorithm that would deal with this problem for infinite (huge...) lists look like...?
Update: And, given a finite part of each serie, a1, ..., aN, b1, ..., bM, how many - which - terms of the result could be trustfully computed (knowing that there are other terms to follow) ?
And how far could we advance with the 'arrival' of aN+1 and/or bM+1...?
hmmmm... Is someone aware of some good readings in order to get the answers ?
Thanks,
Krambambuli
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how would an algorithm that would deal with this problem for infinite (huge...) lists look like...?
Update: And, given a finite part of each serie, a1, ..., aN, b1, ..., bM, how many - which - terms of the result could be trustfully computed (knowing that there are other terms to follow) ?
And how far could we advance with the 'arrival' of aN+1 and/or bM+1...?
hmmmm... Is someone aware of some good readings in order to get the answers ?
Thanks,
Krambambuli
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Re^2: Challenge: Sorting Sums Of Sorted Series
by Limbic~Region (Chancellor) on Feb 03, 2010 at 14:05 UTC | |
Re^2: Challenge: Sorting Sums Of Sorted Series
by rubasov (Friar) on Feb 03, 2010 at 13:11 UTC |
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