Titlebook: Advances in Stochastic and Deterministic Global Optimization; Panos M. Pardalos,Anatoly Zhigljavsky,Julius Žilin Book 2016 Springer Intern

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https://doi.org/10.1007/978-94-009-1529-9for the master problem. Each column corresponds to one possible tree of actions for one ship giving its schedule loading/unloading quantities for all demand scenarios. Computational results are given showing that medium sized problems can be solved successfully.

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Jorge Freire Sousa,Riccardo Rossirk we are undertaking using interval methods.In our work a verified solver that constructs upper and lower bounds on the dynamic variables of initial value problem (IVP) for ODEs is used in a dynamic global optimization method (sequential approach). Particular attention is paid to the reduction of t

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Christian Liebchen,Rolf H. MöhringWe consider the intrinsic difficulty of global optimization in high dimensional Euclidean space. We adopt an asymptotic analysis, and give a lower bound on the number of function evaluations required to obtain a given error tolerance. This lower bound complements upper bounds provided by recently proposed algorithms.

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Torrid

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Mixed-Fleet Ferry Routing and Scheduling, .. Such piecewise convex functions closely approximate nonconvex functions, that seems to us as a natural extension of the piecewise affine approximation from convex analysis. Maximizing .(⋅ ) over a convex domain have been investigated during the last decade by carrying tools based mostly on line

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