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Information representation of blockchain technology: Risk evaluation of investment by personalized quantifier with cubic spline interpolation

机译:区块链技术的信息表示:具有三次样条插值的个性化量化的投资风险评估

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摘要

With the applications of blockchain technology in various fields, the research on blockchain has attracted much attention. Different from the researches focusing on specific applications of blockchain technology in a certain field, this study devotes to capturing the attitudes of investors regarding different risk criteria in blockchain technology investment decision making. We use personalized quantifiers to extract investors' preferences on each risk evaluation criterion. At present, the personalized quantifier that can reflect individual attitudes and behavior intentions have been fitted by various functions, but there are still limitations. In this regard, this paper introduces a cubic spline interpolation function to fit the personalized quantifier, and addresses the consistency of the personalized quantifier in the ordered weighted averaging aggregation. Moreover, we employ a qualitative information representation model called probabilistic linguistic term sets to express decision-makers' evaluations on each criterion. We give a case study to illustrate the usability of the proposed personalized quantifier in blockchain risk evaluation. The comparative analysis with other four types of personalized quantifiers shows that our proposed personalized quantifier with cubic spline interpolation has ideal geometric characteristics in terms of smooth curve and high fitting accuracy, thus having strong applicability. Further, we show that this method is relatively easy to operate.
机译:随着区块链技术在各种领域的应用,对区块链的研究引起了很多关注。与专注于区块科技在某一领域的特定应用的研究不同,这项研究致力于捕捉投资者对区块科技投资决策的不同风险标准的态度。我们使用个性化量词来提取对每个风险评估标准的投资者的偏好。目前,可以反映各种态度和行为意图的个性化量化是由各种功能拟合的,但仍有局限性。在这方面,本文介绍了拟合个性化量化的立方样条插值函数,并解决了有序加权平均聚合中的个性化量化词的一致性。此外,我们使用称为概率语言术语集的定性信息表示模型,以表达对每个标准的决策者的评估。我们提供了案例研究,以说明拟议的个性化量表在区块链风险评估中的可用性。与其他四种类型的个性化量词的比较分析表明,我们提出的具有立方样条插值的个性化量化器具有光滑曲线和高拟合精度的理想几何特性,从而具有很强的适用性。此外,我们表明这种方法相对容易操作。

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