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The Belief Roadmap: Efficient Planning in Belief Space by Factoring the Covariance

机译:信仰路线图:通过考虑协方差来有效规划信仰空间

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When a mobile agent does not know its position perfectly, incorporating the predicted uncertainty of future position estimates into the planning process can lead to substantially better motion performance. However, planning in the space of probabilistic position estimates, or belief space, can incur a substantial computational cost. In this paper, we show that planning in belief space can be performed efficiently for linear Gaussian systems by using a factored form of the covariance matrix. This factored form allows several prediction and measurement steps to be combined into a single linear transfer function, leading to very efficient posterior belief prediction during planning. We give a belief-space variant of the probabilistic roadmap algorithm called the belief roadmap (BRM) and show that the BRM can compute plans substantially faster than conventional belief space planning. We conclude with performance results for an agent using ultra-wide bandwidth radio beacons to localize and show that we can efficiently generate plans that avoid failures due to loss of accurate position estimation.
机译:当移动代理无法完全了解其位置时,将未来位置估计的预测不确定性纳入计划过程中可以大大提高运动性能。但是,在概率位置估计空间或信念空间中进行规划可能会产生大量的计算成本。在本文中,我们表明通过使用协方差矩阵的分解形式,可以有效地对线性高斯系统执行信念空间中的计划。这种分解形式允许将几个预测和测量步骤组合到一个线性传递函数中,从而在计划期间实现非常有效的后置信念预测。我们给出了概率路线图算法的信念空间变体,称为信念路线图(BRM),并证明了BRM可以比常规信念空间规划更快地计算计划。我们以使用超宽带无线电信标进行本地化的座席的性能结果作为结论,并表明我们可以有效地生成计划,从而避免由于丢失准确的位置估计而导致的失败。

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