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[1] F Altiparmak, B Dengiz, and A E Smith Optimal design of reliable computer networks: A comparison of metaheuristics Journal of Heuristics, 9(6): 471 487, 2003 [2] F Altiparmak, M Gen, B Dengiz, and A Smith A network-based genetic algorithm for design of communication networks Journal of Society of Plant Engineers Japan, 15(4): 184 190, 2004 [3] M O Ball Computational complexity of network reliability analysis: An overview IEEE Transactions on Reliability, R-35(3), 1986 [4] M O Ball, C J Colbourn, and J S Provan Network reliability In M O Ball, T L Magnanti and C L Monma, eds, Network Models, Handbooks in Operations Research and Management Science, Vol 7, pp 673 762 Elsevier North-Holland, Amsetrdam, 1995 [5] B Bar n and F Laufer Topological optimization of reliable networks using a A-teams Third World Multiconference on Systemics, Cybernetics and Informatics (SCI 99) and Fifth International Conference on Information Systems Analysis and Synthesis (ISAS 99), Orlando, USA, Aug 1999 IIIS
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[6] E E Barlow and F Proschan Statistical Theory of Reliability and Life Testing Holt, Rinehart & Winston, New York, 1975 [7] Y K Belyayev, B V Gnedenko, and A D Solovyev Mathematical Methods of Reliability Theory Academic Press, New York, 1969 [8] H Cancela and M El Khadiri A recursive variance-reduction algorithm for estimating communication-network reliability IEEE Transactions on Reliability, 44(4): 595 602, 1995 [9] H Cancela and M El Khadiri An improvement to the total hazard method for system reliability simulation Probability in the Engineering and Informational Sciences, 10(2): 187 196, 1996 [10] H Cancela and M El Khadiri A simulation algorithm for source-terminal communication network reliability In Proceedings of the 29th Annual Simulation Symposium, pp 155 161, New Orleans, LA, April 1996 IEEE Computer Society Press [11] H Cancela and M El Khadiri Series-parallel reductions in Monte Carlo network reliability evaluation IEEE Transactions on Reliability, 47(2): 159 164, 1998 [12] H Cancela and M El Khadiri On the RVR simulation algorithm for network reliability evaluation IEEE Transactions on Reliability, 52(2): 207 212, 2003 [13] H Cancela and M El Khadiri On the accuracy of the RVR estimator of K-terminal unreliability parameter In 7th International Workshop on Rare Event Simulation (RESIM 2008), University of Rennes 1, France, September 2008 [14] H Cancela, M El Khadiri, and G Rubino An ef cient simulation method for K-network reliability problem In 6th International Workshop on Rare Event Simulation (RESIM 2006), University of Bamberg, Germany, October 2006 [15] H Cancela, L Murray, and G Rubino Splitting in source-terminal network reliability estimation In 7th International Workshop on Rare Event Simulation (RESIM 2008), University of Rennes 1, France, September 2008 [16] H Cancela, G Rubino, and M E Urquhart Path set based conditioning for transient simulation of highly dependable networks In M Zaremba, J Sasiadek and H Erbe, eds, 7th IFAC Symposium on Cost Oriented Automation, Elsevier Science, Gatineau/Ottawa, Canada, June 2004 [17] H Cancela and M E Urquhart RVR simulation techniques for residual connectedness network reliability evaluation IEEE Transactions on Computers, 51(4): 439 443, 2002 [18] C J Colbourn The Combinatorics of Network Reliability Oxford University Press, New York, 1987 [19] J L Cook and J E Ramirez-Marquez Two-terminal reliability analyses for a mobile ad hoc wireless network Reliability Engineering and Systems Safety, 92(6): 821 829, 2007 [20] D Deeter and A Smith Heuristic optimization of network design considering all-terminal reliability In Proceedings of the Annual Reliability and Maintainability Symposium, pp 194 199, Philadelphia, PA, USA, 1997 [21] D Deeter and A Smith Economic design of reliable networks IIE Transactions, 30(12): 1161 1174, 1998 [22] B Dengiz, F Altiparmak, and A E Smith Ef cient optimization of all-terminal reliable networks, using an evolutionary approach IEEE Transactions on Reliability, 46(1): 18 26, 1997
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