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Titlebook: Mathematical Optimization Theory and Operations Research; 18th International C Igor Bykadorov,Vitaly Strusevich,Tatiana Tchemisov Conferenc

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Merging Variables: One Technique of Search in Pseudo-Boolean Optimizationation. Preliminary computational results show high efficiency of the proposed technique on some reasonably hard problems. Also it is shown that the described technique in combination with the well-known (1+1)-Evolutionary Algorithm allows to decrease the upper bound on the runtime of this algorithm for arbitrary pseudo-Boolean functions.
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The Interaction of Consumers and Load Serving Entity to Manage Electricity Consumption a peak time of the day). The rates providing a separating equilibrium are determined. We compare the effectiveness of different retail market models. We use the pricing scheme that implies the change in electricity prices depending on the electricity consumption by all users during every hour so that all users are financially motivated.
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Hamilton-Jacobi-Bellman Equations for Non-cooperative Differential Games with Continuous Updatinges such as Nash equilibrium is not possible. The subject of the current paper is the construction of solution concept similar to Nash equilibrium for this class of differential games and corresponding optimality conditions, in particular, modernized Hamilton-Jacobi-Bellman equations.
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