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Classification of antituberculosis herbs for remedial purposes by using fuzzy sets

机译:利用模糊集对补救性抗结核药进行分类

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摘要

Using fuzzy set theory, we created a system, that assesses a herb's usefulness for the treatment of tuberculosis, based on ethnobotanical data. We analysed two systems which contain different amount of inputs. The first system contains four inputs, the second one contains six inputs. We used the Takagi–Sugeno–Kanga model. Mamdani model is poor at representation as it needs more fuzzy rules than that of TSK to model a real world system where accuracy is demanded.It has been employed a fuzzy controller, and a fuzzy model, in successfully solving difficult control and modelling problems in practice. It is implemented in the Fuzzy Logic Toolbox in Matlab.The data for inputs are gathered in the database named SOPAT (selection of plants against tuberculosis), which is part of a project coordinated by the Oxford International Biomedical Centre. In this database there could be up to one millon plant species. It would be cumbersome to select a remedy from one (or some) of these species looking at the data base one-by-one. By means of the fuzzy set theory this remedy can be chosen very quickly.
机译:使用模糊集理论,我们创建了一个系统,该系统根据民族植物学数据评估草药对治疗结核病的有效性。我们分析了两个包含不同输入量的系统。第一个系统包含四个输入,第二个系统包含六个输入。我们使用了Takagi–Sugeno–Kanga模型。 Mamdani模型的表示性较差,因为它需要比TSK更多的模糊规则来对需要精度的真实世界系统进行建模。在成功解决实际中难以解决的控制和建模问题时,采用了模糊控制器和模糊模型。它在Matlab的Fuzzy Logic Toolbox中实现。输入数据收集在名为SOPAT(抗结核植物的选择)的数据库中,该数据库是牛津国际生物医学中心协调的项目的一部分。在此数据库中,最多可能有一种毫隆植物。从这些物种中的一个(或多个)物种中逐一查看数据库来选择一种补救措施将很麻烦。借助模糊集理论,可以很快选择该补救措施。

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