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Heterogeneous sensor fusion based on Copula theory and importance sampling

机译:基于Copula理论和重要抽样的异构传感器融合。

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This study deals with the problem of heterogeneous sensor fusion based on Copula theory and importance sampling. The proposed fusion algorithm is grounded on Copula statistical modelling and Bayesian probabilistic theory. The distinctive advantage of this Copula-based methodology is that it formulates the internal dependency between the local sensors' data, which is usually unknown but essential for accurate track fusion. To this end, a joint distribution of the local sensors' observations is constructed based on Copula functions, and the corresponding fusion rule is derived with a specific correlation term. In addition, a Monte-Carlo importance sampling technique is adopted to improve the computational efficiency by drawing less random samples from the local estimates to be fused. After that, a procedure of Kernel density estimation is applied to learn a Gaussian approximation of the fused density. In the end, extensive Monte-Carlo simulations are conducted to evaluate the proposed sensor fusion method in a distributed target-tracking scenario.
机译:这项研究基于Copula理论和重要性采样来解决异构传感器融合的问题。所提出的融合算法基于Copula统计建模和贝叶斯概率理论。这种基于Copula的方法的独特优势在于,它可以公式化本地传感器数据之间的内部依赖性,这通常是未知的,但对于精确的轨道融合来说却是必不可少的。为此,基于Copula函数构造了局部传感器观测值的联合分布,并使用特定的相关项推导了相应的融合规则。另外,采用蒙特卡洛重要性采样技术通过从要融合的局部估计中抽取较少的随机样本来提高计算效率。之后,应用核密度估计程序来学习融合密度的高斯近似。最后,进行了广泛的蒙特卡洛模拟,以评估在分布式目标跟踪情况下提出的传感器融合方法。

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