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Extremal Problems for Infinite Order Parabolic Systems with Time-Varying Lags

机译:具有时变滞后无限抛物线系统的极端问题

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Extremal problems for infinite order parabolic systems with time-varying lags are presented. An optimal boundary control problem for infinite order parabolic systems in which time-varying lags appear in the state equations and in the boundary conditions simultaneously is solved. The time horizon is fixed. Making use of Dubovicki-Milutin scheme, necessary and sufficient conditions of optimality for the Neumann problem with quadratic performance functionals and constrained control are derived.
机译:提出了具有时变滞后的无限级抛抛抛抛抛帽系统的极端问题。 求解在状态方程中和边界条件中时变滞显示的无限抛抛抛抛抛抛光系统的最佳边界控制问题。 时间地平线是固定的。 利用Dubovicki-Milutin计划,衍生利用二次性能功能和受约束控制的Neumann问题所必需的和充分的最优性条件。

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