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Mapping of potential Cu and Au mineralization using EBF method

机译:使用EBF方法绘制潜在的铜和金矿化

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Theory of data-driven evidential belief function (EBF) is based on generalized Bayesian probabilities. It computes the reliability of evidences according to the presence or absence of known indices. This method has a reliable performance even in the case of limitation of data layers diversity. The study aims to detect the most probable regions for copper and gold mineralization in Takhte-h-Soleiman, Iran using EBF method. The available data layers including lithological map, faults, geochemical anomalies and known indices maps were processed to generate a potential map for the study area. The Bbelief^, Bdisbelief^, Buncertainty^ and Bplausibility^ functions were therefore calculated based on data-driven EBF for each pattern of evidences in two different classification types. The data layers were then combined with the use of the EBF AND-OR operators, and the Bbelief^ map was proposed as a target recognition map for following detail explorations. As a validation criterion, the ratio of indices number to the total area of the most favourable regions in each map was computed. According to the highest ratio for the belief map resulted by integrated AND-OR operators on equal interval classification (0.62), it was selected as the target map for primary explorations.
机译:数据驱动的证据信念函数 (EBF) 理论基于广义贝叶斯概率。它根据已知指数的存在与否来计算证据的可靠性。即使在数据层多样性有限的情况下,该方法也具有可靠的性能。该研究旨在使用EBF方法检测伊朗Takhte-h-Soleiman最有可能的铜和金矿化区域。对包括岩性图、断层、地球化学异常和已知指数图在内的可用数据层进行了处理,以生成研究区域的潜在地图。因此,Bbelief^、Bdisbelief^、Buncertainty^ 和 Bprationalsibility^ 函数是根据数据驱动的 EBF 计算的,适用于两种不同分类类型中的每种证据模式。然后将数据层与EBF AND-OR算子相结合,提出Bbelief^地图作为后续细节探索的目标识别地图。作为验证标准,计算了每张地图中指数数量与最有利区域总面积的比率。根据积分AND-OR算子在等区间分类下得到的置信图的最高比率(0.62),将其选为初级勘探的目标图。

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