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On Connections of Soft Set Theory with Existing Mathematics of Uncertainties: A Short Discussion for Non-Mathematicians with Respect to Soft Set Theory

机译:关于软集合理论与现有不确定性数学的联系:关于非数学家关于软集合理论的简短讨论

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This paper focuses on two very important questions: "what is the future of a hybrid mathematical structure of soft set in science and social science?" and "why should we take care to use hybrid structures of soft set?". At present, these are the most fundamental questions; which encircle a few prominent areas of mathematics of uncertainties viz. fuzzy set theory, rough set theory, vague set theory, hesitant fuzzy set theory, IVFS theory, IT2FS theory, etc. In this paper, we review connections of soft set theory and hybrid structures in a non-technical manner; so that it may be helpful for a non-mathematician to think carefully to apply hybrid structures in his research areas. Moreover, we must express that we do not have any intention to nullify contributions of fuzzy set theory or rough set theory, etc. to mankind; but our main intention is to show that we must be careful to develop any new hybrid structure with soft set. Here, we have a short discussion on needs of artificial psychology and artificial philosophy to enrich artificial intelligence.
机译:本文关注两个非常重要的问题:“科学和社会科学中的软集合的混合数学结构的未来是什么?”和“为什么我们要注意使用软集合的混合结构?”。目前,这是最基本的问题;围绕着不确定性数学的几个突出领域。模糊集理论,粗糙集理论,模糊集理论,犹豫模糊集理论,IVFS理论,IT2FS理论等。本文以非技术的方式回顾了软集理论与混合结构的联系。因此,对于非数学家来说,仔细考虑将混合结构应用于其研究领域可能会有所帮助。此外,我们必须表示,我们无意取消模糊集理论或粗糙集理论等对人类的贡献;但是我们的主要目的是表明我们必须谨慎开发具有软变形的任何新混合结构。在这里,我们就人造心理学和人造哲学的需求进行简短讨论,以丰富人工智能。

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