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A NEW HIGH RELIABILITY AND DUAL MEASURE METHOD FOR MULTI-SYSTEM/SENSOR REMOTE-SENSING DECISION FUSION

机译:多系统/传感器遥感决策融合的新型高可靠性和双重测量方法

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In this paper we will introduce a new high reliability multi-system/sensor decision fusion scheme based on dual measure calculations and formulations. The data are collected from remote sensing of the ground targets in different spectral bands including visible, near infrared (NIR), IR, thermal, and microwave by multi-system/sensor systems. At first, we will review the decision fusion methods such as voting methods, rank based algorithm, Bayesian inference, and Dempster-Shafer combination scheme. We show that the essential and common weaknesses of these formal methods are ignoring the class correlation of local classification results and classification error distributions for all classes at different pixels. Then by establishing the commission and omission errors distribution vectors and matrixes, we will formulate and introduce a new dual measure decision fusion (DMDF) algorithm. Formulation the similarity and correlation of local classification results and errors for different classes and need to hard decisions, can be considered as the main features of DMDF. The assumption of uncorrelated errors is not necessary for DMDF, because an optimal class selector always selects the most appropriate class for each pixel. Finally, we deploy these methods for fusion of local classification results, obtained from remote sensing in 12 different spectral bands. In commission and omission errors viewpoints, we will obviously show that the DMDF method is more accurate and reliable than other methods.
机译:在本文中,我们将推出基于双重测量计算和配方的新型高可靠性多系统/传感器决策融合方案。通过多系统/传感器系统从不同光谱带中的地面目标的遥感地收集数据,包括可见,近红外(NIR),IR,IR,热量和微波,通过多系统/传感器系统。首先,我们将审查决策融合方法,如投票方法,秩基算法,贝叶斯推断和Dempster-Shafer组合方案。我们表明,这些正式方法的基本和常见弱点是忽略不同像素的所有类别的局部分类结果和分类误差分布的类相关性。然后通过建立委员会和遗漏错误分发向量和矩阵,我们将制定和引入新的双重测量决策融合(DMDF)算法。制定局部分类结果的相似性和相关性和不同类别的错误以及需要艰难的决定,可以视为DMDF的主要特征。对于DMDF而言,不需要不相关的错误的假设,因为最佳类选择器始终为每个像素选择最合适的类。最后,我们部署了这些方法,以便在12个不同的光谱带中的遥感中获得的局部分类结果。在委托和遗漏错误的观点中,我们将显然表明DMDF方法比其他方法更准确可靠。

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