[algogeeks] CFP with extended deadline of Mar. 17, 2009: The 2009 International Conference on Foundations of Computer Science (FCS'09), USA, July 13-16, 2009

2009-03-09 Thread A. M. G. Solo
C A L LF O RP A P E R S === The 2009 International Conference on Foundations of Computer Science FCS'09 Date and Location: July 13-16, 2009, Las Vegas, USA http:

[algogeeks] Re: which NP-complete problem can reduce to this problem?

2009-03-09 Thread Miroslav Balaz
so the permanent is like determinant but without sign in summand. I have found something interesting in your peoblem. It is NP-complete if you have n=2, and numbers are powers of two, but on input is only exponent. som if there is number 2^100, only 100 is on input. One can directly reduce MAX-PA

[algogeeks] Re: which NP-complete problem can reduce to this problem?

2009-03-09 Thread Jim
I don't have polynomial algorithm for this problem, after asking for help from many persons who are skilled at algorithm design. So I suspect this problem is another NP-complete problem. Your hint is great that this problem is possibly neither NP-complete nor P. You says, "The only problem i know

[algogeeks] Draft paper submission deadline extended (will not be extended further): TMFCS-09

2009-03-09 Thread devip...@gmail.com
Draft paper submission deadline extended (will not be extended further): TMFCS-09 The deadline for draft paper submission at the 2009 International Conference on Theoretical and Mathematical Foundations of Computer Science (TMFCS-09) (website: http://www.PromoteResearch.org ) is extended due to

[algogeeks] Re: which NP-complete problem can reduce to this problem?

2009-03-09 Thread Jim
After asking for helps from many persons who are skilled at algorithm design, I suspect this problem is a NP-complete. The only problem you speak of which contains multiplication is computing a "permanent", what is this problem? could you post any details or links about it? You are probably right