Titlebook: Mathematical Optimization Theory and Operations Research; 19th International C Alexander Kononov,Michael Khachay,Panos Pardalos Conference

Foreknowledge

On the Cooperative Behavior in Multistage Multicriteria Game with Chance Moveshat is applicable for the games with chance moves and satisfies such advantageous properties as the efficiency, strict balance condition and the time consistency property in the whole game. We illustrate our approach with an example of the extensive-form game tree with chance moves.

Limerick

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异端邪说2

Adaptive Descent Splitting Method for Decomposable Optimization Problems the one hand, it consists in component-wise choice of descent directions together with a special threshold control. On the other hand, it involves a simple adaptive step-size choice, which takes into account the problem behavior along the iteration sequence. Preliminary computational tests confirm the efficiency of the proposed modification.

barium-study

On a One-Dimensional Differential Game with a Non-convex Terminal Payoffsite. For this problem, the price of the game is calculated and optimal player controls are constructed. As an example, we consider the problem of controlling a rotational mechanical system in which the goal of the first player acquires the meaning of minimizing the modulus of deviation of the angle from the desired state.

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babble

0302-9743 OR 2020, held in Novosibirsk, Russia, in July 2020. The 31 full papers presented in this volume were carefully reviewed and selected from 102 submissions. The papers are grouped in these topical sections: discrete optimization; mathematical programming; game theory; scheduling problem; heuristics an

处理

Dixit-Stiglitz-Krugman Model with Nonlinear Costs of consumption, prices, firms masses and firms sizes with respect to transport costs. For linear production costs, the results about equilibria near free trade and autarky are known. We show that many of these results are true for the case of non-linear production costs.

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Conference proceedings 2020eld in Novosibirsk, Russia, in July 2020. The 31 full papers presented in this volume were carefully reviewed and selected from 102 submissions. The papers are grouped in these topical sections: discrete optimization; mathematical programming; game theory; scheduling problem; heuristics and metaheur

Control-Group

An Extension of the Das and Mathieu QPTAS to the Case of Polylog Capacity Constrained CVRP in Metriccheme to a more wide class of metric spaces. Actually, we show that the metric CVRP has a QPTAS any time when the problem is set up in the metric space of any fixed doubling dimension . and the capacity does not exceed ..