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首页> 外文期刊>Soft computing: A fusion of foundations, methodologies and applications >A belief-rule-based model for information fusion with insufficient multi-sensor data and domain knowledge using evolutionary algorithms with operator recommendations
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A belief-rule-based model for information fusion with insufficient multi-sensor data and domain knowledge using evolutionary algorithms with operator recommendations

机译:一种基于信念规则的信息融合模型,具有不足的多传感器数据和域知识与运营商建议的进化算法

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摘要

Multi-sensor information fusion (IF) has attracted the attention of many researchers in different fields because it can improve modeling accuracy by integrating information gathered from multiple sensors. Traditionally, the inputs of the multi-sensor IF problem are mostly quantitative data. However, to provide a more comprehensive decision support, both quantitative data and experts' domain knowledge should be synthesized in the IF process. Moreover, there may be insufficient data in many practical conditions, which would make many conventional approaches inapplicable. Because the belief rule base (BRB) has shown advantages in nonlinear modeling with insufficient data and experts' domain knowledge, a BRB-IF model is proposed for the multi-sensor IF problem. To improve its efficiency, an optimization model and the corresponding optimization algorithm for BRB-IF are proposed. The particle swarm optimization algorithm and differential evolutionary algorithm are tested as the optimization engine to solve the optimization model with the operator recommendation strategy. The efficiency of the proposed BRB-IF is validated by a practical case study of threat level assessment, where a comparison between BRB-IF and the neural network is conducted.
机译:多传感器信息融合(如果)引起了许多研究人员在不同领域的注意,因为它可以通过集成从多个传感器收集的信息来提高建模精度。传统上,如果问题主要是定量数据,则多传感器的输入。然而,为了提供更全面的决策支持,应在IF过程中合成定量数据和专家域知识。此外,在许多实际条件下可能存在足够的数据,这将使许多传统方法不适当。由于信仰规则基础(BRB)在非线性建模中具有不足的数据和专家域知识的优点,因此如果问题,则为多传感器提出了BRB-IF模型。提高其效率,提出了优化模型和BRB-IF的相应优化算法。粒子群优化算法和差分进化算法被测试为优化引擎,以解决操作员推荐策略的优化模型。拟议的BRB-IF的效率是通过对威胁水平评估的实际研究进行验证,其中BRB-IF和神经网络之间的比较。

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