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A Formal Verification Approach for Exact Solution to Finite-Time Optimal Control Problem of Hybrid Systems

机译:一种正式的验证方法,可以精确解决混合系统有限时间最佳控制问题

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In this paper, we pursue to combine formal verification techniques with finite-time optimal control problem of hybrid systems. The formal verification in computer science enables us to exclude mode sequences which does not achieve the desired terminal mode. As a main result, we show that finite-time optimal control problem of a hybrid system, which is originally a mixed integer quadratic programming problem, can be reduced to multiple small sized quadratic programming problems. It can be expected that exact solutions of model predictive control problems can be computed in reasonable time.
机译:在本文中,我们追求将正式验证技术与混合系统的有限时间最优控制问题相结合。计算机科学中的正式验证使我们能够排除不达到所需终端模式的模式序列。作为主要结果,我们表明,混合系统的有限时间最佳控制问题最初是混合整数二次编程问题,可以减少到多个小型大小的二次编程问题。可以预期,可以在合理的时间内计算模型预测控制问题的精确解决方案。

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