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[23] B Dengiz, F Altiparmak, and A E Smith Local search genetic algorithm for optimal design of reliable networks IEEE Transactions on Evolutionary Computation, 1(3): 179 188, 1997 [24] S Duarte and B Bar n Multiobjective network design optimisation using parallel a evolutionary algorithms [in Spanish] In XXVII Conferencia Latinoamericana de Inform tica, Mer da, Venezuela, 2001 a [25] S Duarte, B Bar n, and D Ben tez Telecommunication network design with para allel multi-objective evolutionary algorithms In Proceedings of the 2003 IFIP/ACM Latin America Conference Network (LANC 03), pp 1 11 ACM, La Paz, Bolivia, 2003 [26] M C Easton and C K Wong Sequential destruction method for Monte Carlo evaluation of system reliability IEEE Transactions on Reliability, R-29(1): 27 32, 1980 [27] M El Khadiri and G Rubino A Monte-Carlo method based on antithetic variates for network reliability computations Technical Report 626, IRISA, Rennes, France, 1992 http://wwwirisafr/doccenter/overview [28] M El Khadiri and G Rubino Reliability evaluation of communication networks In SAFECOMP 92, International Conference on Safety, Security and Reliability of Computers, Zurich, October 1992 [29] T Elperin, I Gertsbakh, and M Lomonosov Estimation of network reliability using graph evolution models IEEE Transactions on Reliability, 40(5), 1991 [30] G S Fishman A comparison of four Monte Carlo methods for estimating the probability of s-t conectedness IEEE Transactions on Reliability, R-35(2), 1986 [31] G S Fishman A Monte Carlo sampling plan for estimating network reliability Operational Research, 34(4): 581 594, 1986 [32] I B Gertsbakh Statistical Reliability Theory Marcel Dekker, New York, 1989 [33] M Gr tschel, C L Monma, and M Stoer Computational results with a cuto ting plane algorithm for designing communication networks with low-connectivity constraints Technical Report 188, Instit t fur Mathematik, Universit t Augsburg, u a Germany, 1989 [34] M Gr tschel, C Monma, and M Stoer Reliability of Computer and Communicao tion Networks In Fred Roberts, Frank Hwang and Clyde Monma, eds, Polyhedral approaches for network survivability 121 142, AMS, DIMACS and ACM, 1991 [35] D G nnec and F S Salman Assessing the reliability and the expected perforu mance of a network under disaster risk In Proceedings of the International Network Optimization Conference, INOC 2007 , Spa, Belgium, 2007 [36] K-P Hui, N Bean, M Kraetzl, and D Kroese The tree cut and merge algorithm for estimation of network reliability Probability in the Engineering and Informational Sciences, 17: 23 45, 2003 [37] K-P Hui, N Bean, M Kraetzl, and D Kroese The cross-entropy method for network reliability estimation Annals of Operations Research, 134: 101 118, 2005 [38] K-P Hui Monte Carlo network reliability ranking estimation IEEE Transactions on Reliability, 56(1): 50 57, 2007 [39] R Karp and M G Luby A new Monte Carlo method for estimating the failure probability of an n-component system Computer Science Division, University of California (Berkeley), 1983
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[40] D P Kroese, K-P Hui, and S Nariai Network reliability optimization via the cross-entropy method IEEE Transactions on Reliability, 56(2): 275 287, 2007 [41] H Kumamoto, K Tanaka, and K Inoue Ef cient evaluation of system reliability by Monte Carlo method IEEE Transactions on Reliability, R-26(5), 1977 [42] H Kumamoto, K Tanaka, K Inoue, and E J Henley Dagger-sampling Monte Carlo for system unavailability evaluation IEEE Transactions on Reliability, R-29(2), 1980 [43] A Kumar, R Pathak, and M Gupta Genetic algorithm based approach for designing computer network topology In Proceedings of the 1993 ACM Conference on Computer Science, pp 358 365, 1993 [44] L Lin and M Gen A self-controlled genetic algorithm for reliable communication network design In IEEE Congress on Evolutionary Computation, pp 640 647, Vancouver, BC, Canada, July 16 21, 2006 [45] Y Li Measuring individual residence s accessible probability by using geographical information systems In Proceedings of the 2nd Symposium on Transportation Network Reliability (INSTR 2004), Vol 3, pp 239 244, Christchurch, New Zealand, 2004 [46] M O Locks and A Satyanarayana, eds Network Reliability The State of the Art, volume R-35, No 3 IEEE Transactions on Reliability, 1986 [47] M Marseguerra, E Zio, L Podo llini, and D Coit Optimal design of reliable network systems in presence of uncertainty IEEE Transactions on Reliability, 54(2): 243 253, 2005 [48] L Murray and H Cancela Comparison of ve Monte Carlo methods to estimate the network diameter constrained reliability In Proceedings of CLEI 2007 (Latin American Conference on Informatics), San Jos , Costa Rica, October 2007 e [49] N Nojima Prioritization in upgrading seismic performance of road network based on system reliability analysis In Hu, Yuxian, Shiro Takada and Leon R L Wang, eds, Third China Japan US Trilateral Symposium on Lifeline Earthquake Engineering, pp 323 330, Kunming, China, 1998 [50] P Premprayoon and P Wardkein Topological communication network design using ant colony optimization In The 7th International Conference on Advanced Communication Technology, pp 1147 1151, Phoenix Park, Republic of Korea, February 21 23, 2005 [51] J S Provan Bounds on the reliability of networks IEEE Transactions on Reliability, R-35(3), 1986 [52] J S Provan and M O Ball Computing network reliability in time polynomial in the number of cuts Operational Research, 32, 1984 [53] S Ross System reliability evaluation by simulation: random hazards versus importance sampling Probability in the Engineering and Informational Sciences, 6: 119 126, 1992 [54] S M Ross Variance reduction in simulation via random hazard Probability in the Engineering and Informational Sciences, 4, 1990 [55] G Rubino Network reliability evaluation In K Bagchi, J Walrand and G W Zobrist, eds, State-of-the-Art in Performance Modeling and Simulation Gordon and Breach Books, Amsterdam, 1998
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