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Optimally-informative path planning for dynamic Bayesian classification

机译:动态贝叶斯分类的最优信息路径规划

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摘要

An agent, consisting of an unmanned aerial vehicle (UAV) carrying strapped-down sensors, is to examine a number of unidentified objects within a given search area, collect information, and utilize that information to classify the objects. The problem is challenging because the mission time is often limited, the agent is only provided with partial a priori information, and the amount of information that the sensor can measure is dependent on the relative position of the agent with respect to the object. Our technical approach is three-fold. First, we model the motion of the agent using a kinematic model with constant altitude. Second, we use a performance prediction model that gives the probability of target discrimination as a function of the range from the sensor to the object. Third, a linear classifier that utilizes Bayes' theorem diagnoses the status of the objects of interest while an information-theoretic measure is used to quantify the uncertainty in classification. We pose an optimal control problem that minimizes the classification uncertainty while taking differential constraints and the time history of the agent's steering decisions as the control input. We investigate whether maximizing information by choosing informative paths always minimizes the classification uncertainty.
机译:一个由携带捆绑式传感器的无人飞行器(UAV)组成的代理将检查给定搜索区域内的许多未识别物体,收集信息,并利用该信息对物体进行分类。该问题具有挑战性,因为任务时间通常受到限制,代理仅获得部分先验信息,并且传感器可以测量的信息量取决于代理相对于物体的相对位置。我们的技术方法是三方面的。首先,我们使用恒定高度的运动学模型对代理的运动进行建模。其次,我们使用性能预测模型,该模型给出目标判别的概率与从传感器到物体的范围的关系。第三,利用贝叶斯定理的线性分类器诊断感兴趣对象的状态,而信息理论方法则用于量化分类的不确定性。我们提出了一个最优控制问题,该问题将分类不确定性最小化,同时将差异约束和代理指导决策的时间历史作为控制输入。我们调查通过选择信息路径来最大化信息是否总是使分类不确定性最小化。

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