School of Computer Science and Engineering, University of Electronic Science and Technology of China, Chengdu 611731, China.
Sensors (Basel). 2021 Jan 27;21(3):840. doi: 10.3390/s21030840.
Multisource information fusion has received much attention in the past few decades, especially for the smart Internet of Things (IoT). Because of the impacts of devices, the external environment, and communication problems, the collected information may be uncertain, imprecise, or even conflicting. How to handle such kinds of uncertainty is still an open issue. Complex evidence theory (CET) is effective at disposing of uncertainty problems in the multisource information fusion of the IoT. In CET, however, how to measure the distance among complex basis belief assignments (CBBAs) to manage conflict is still an open issue, which is a benefit for improving the performance in the fusion process of the IoT. In this paper, therefore, a complex Pignistic transformation function is first proposed to transform the complex mass function; then, a generalized betting commitment-based distance (BCD) is proposed to measure the difference among CBBAs in CET. The proposed BCD is a generalized model to offer more capacity for measuring the difference among CBBAs. Additionally, other properties of the BCD are analyzed, including the non-negativeness, nondegeneracy, symmetry, and triangle inequality. Besides, a basis algorithm and its weighted extension for multi-attribute decision-making are designed based on the newly defined BCD. Finally, these decision-making algorithms are applied to cope with the medical diagnosis problem under the smart IoT environment to reveal their effectiveness.
多源信息融合在过去几十年中受到了广泛关注,特别是在智能物联网 (IoT) 中。由于设备、外部环境和通信问题的影响,所收集的信息可能是不确定的、不精确的,甚至是相互冲突的。如何处理这些不确定性仍然是一个悬而未决的问题。复杂证据理论 (CET) 在处理物联网多源信息融合中的不确定性问题方面非常有效。然而,在 CET 中,如何测量复杂基本置信分配 (CBBAs) 之间的距离以管理冲突仍然是一个悬而未决的问题,这有助于提高物联网融合过程中的性能。因此,本文首先提出了一种复杂的概率权函数来转换复杂质量函数;然后,提出了一种广义基于打赌承诺的距离 (BCD) 来度量 CET 中 CBBAs 之间的差异。所提出的 BCD 是一种广义模型,可提供更大的能力来衡量 CBBAs 之间的差异。此外,还分析了 BCD 的其他属性,包括非负性、非退化性、对称性和三角不等式。此外,还设计了一种基于新定义的 BCD 的多属性决策的基础算法及其加权扩展。最后,将这些决策算法应用于智能物联网环境下的医疗诊断问题,以验证其有效性。