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A Multi-valued Fuzzy Logic for Qualitative Reasoning in Healthcare

机译:医疗保健定性推理的多价模糊逻辑

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In this paper, we propose a 2n-valued fuzzy logic (2nvFL), which is especially suitable for representing linguistic terms, fuzzy concepts and qualitative reasoning and meanwhile avoids the difficulties of constructing fuzzy membership functions. More specifically, we present its syntax, semantics and minimal axiomatic system FLo, and prove some logical properties and soundness of it. In addition, we also compare the 2nvFL method with another fuzzy reasoning method in solving a healthcare problem. The results show that in the same data environment, our 2nvFL method can also complete fuzzy reasoning based on fuzzy numbers. Moreover, our 2nvFL's method has several advantages: (1) Our 2nvFL method does not involve membership functions of fuzzy sets and avoids the difficulty of setting membership functions of fuzzy linguistic terms. (2) Our 2nvFL can be established on an axiomatic system, and its theorem derivation is sound. (3) Our 2nvFL method can be used for qualitative reasoning with heterogeneous data, so it has a great potential in a wide range of applications. (4) It is easy to flexibly determine the truth value set of our 2n-valued logic according to specific application environments and specific problems.
机译:在本文中,我们提出了一个2N值模糊逻辑(2NVFL),其特别适用于代表语言术语,模糊概念和定性推理,同时避免构建模糊隶属函数的困难。更具体地说,我们介绍了其语法,语义和最小的公理系统,并证明了一些逻辑属性和稳定性。此外,我们还将2NVFL方法与另一种模糊推理方法进行比较,在解决医疗保健问题。结果表明,在相同的数据环境中,我们的2NVFL方法也可以根据模糊数完成模糊推理。此外,我们的2NVFL方法有几个优点:(1)我们的2NVFL方法不涉及模糊集的隶属函数,避免难以确定模糊语言术语的隶属函数。 (2)我们的2NVFL可以在公理系统上建立,其定理推导是声音。 (3)我们的2nVFL方法可用于具有异构数据的定性推理,因此它在各种应用中具有很大的潜力。 (4)根据特定应用环境和特定问题,易于灵活地确定我们的2N值逻辑的真值集。

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