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The Application of the Known Solution of a Problem of Attaining the Boundaries by Non-Markovian Process to Estimation of Probability of Safe Airplane Landing

机译:非马尔可夫过程求边界问题的已知解法在安全飞机着陆概率估计中的应用

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摘要

The problem of probabilistic calculation of the precision of airplane landing is considered. The problem is shown to be directly connected with the mathematical problem of the estimation of probability of a many-dimensional stochastic process exit to a distinguished part of the boundary of a given domain. A method is proposed for the calculation of probability of a plane landing on the given region of the surface, satisfying the restrictions specified on the phase coordinates on the basis of the previously gained estimates of desired probability, for the case where the mentioned domain is a half-space. The realization of the method applied to the landing of an airplane on a ship is considered.
机译:考虑了飞机着陆精度的概率计算问题。该问题被证明与估计多维随机过程出口到给定域边界的显着部分的概率的数学问题直接相关。提出了一种方法,用于计算平面降落在表面给定区域上的概率,在提到的域是a的情况下,根据先前获得的期望概率估计,满足相位坐标上指定的限制。一半的空间。考虑了应用于飞机在船上着陆的方法的实现。

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