MetaCartSign in to MyCiteSeer

Include Citations | Advanced Search | Help

Include Citations | Advanced Search | Help

  On the power of additive combinatorial search model (1998) [2 citations — 1 self]

Download:
Download as a PDF | Download as a PS
by Vladimir Grebinski
in Proceedings of the 4th Annual International Computing and Combinatorics Conference, Lecture Notes in Comput. Sci. 1449
http://www.loria.fr/~grebinsk/publications/cocoon98.ps.gz
Add To MetaCart

Abstract:

We consider two generic problems of combinatorial search under the additive model. The ��rst one is the problem of reconstructing boundedweight vectors. We establish an optimal upper bound and observe that it uni��es many known results for coinweighing problems. The developed technique provides a basis for the graph reconstruction problem. Optimal upper bound is proven for the class of kdegenerate graphs. 1

Citations

1400 The Probabilistic Method – Alon, Spencer - 1992
71 Combinatorics of Finite Sets – Anderson - 1987
22 Combinatorial Group Testing and Its Applications – Du, Hwang - 1993
13 Extremal Graph Theory – Bollobs - 1978
8 Optimal query bounds for reconstructing a hamiltonian cycle in complete graphs – Grebinski, Kucherov - 1997
8 Optimal reconstruction of graphs under the additive model – Grebinski, Kucherov - 2000
3 Separating matrices. private communication – Alon - 1997
2 A generalized model for understanding evasiveness – Aggarwal, Coppersmith, et al. - 1989
2 On M#bius functions and a problem in combinatorial number theory – Lindstrm - 1971
2 Determining subsets by unramied experiments – Lindstrm - 1975