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首页> 外文期刊>Moscow University Computational Mathematics and Cybernetics >Multi-Level Defense System Models: Overcoming by Means of Attacks with Several Phase Constraints
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Multi-Level Defense System Models: Overcoming by Means of Attacks with Several Phase Constraints

机译:多层次防御系统模型:通过具有多个阶段约束的攻击来克服

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摘要

The Germeyer "defense-attack" model is modified to allow for an echeloned defence system in a given direction. The model is a special case of the terminal-type discrete optimal control problem, and it can be solved using the subgradient-descent method. The posed control problem refines the resource level-distribution problem for a given direction, counting more general constraints with allowance for the action abilities of defense tools at various borders.
机译:修改了Germeyer的“防御攻击”模型,以允许在给定方向上建立阶梯防御系统。该模型是终端型离散最优控制问题的特例,可以使用次梯度下降法求解。提出的控制问题对给定方向的资源水平分配问题进行了细化,计算了更一般的约束条件,同时考虑了各个边界的防御工具的行动能力。

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