The grand theory of action of Parsons has an important place in social theories. Furthermore, there are many uncertainties in the theory of Parsons. Classical math logic is often insufficient to explain these uncertainties. In this study, we explain the grand theory of action of Parsons in neutrosociology for the first time. Thus, we achieve a more effective way of dealing with the uncertainties in the theory of Parsons as in all social theories. We obtain a similarity measure for single-valued neutrosophic numbers. In addition, we show that this measure of similarity satisfies the similarity measure conditions. By making use of this similarity measure, we obtain applications that allow finding the ideal society in the theory of Parsons within the theory of neutrosociology. In addition, we compare the results we obtained with the data in this study with the results of the similarity measures previously defined. Thus, we have checked the appropriateness of the decision-making application that we obtained.

中文翻译：

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Talcott Parsons 行为的中智建模及其决策应用

帕森斯的宏大行动理论在社会理论中占有重要地位。此外，帕森斯的理论存在许多不确定性。经典数学逻辑通常不足以解释这些不确定性。在这项研究中，我们首次解释了帕森斯在中性社会学中的宏大作用理论。因此，我们获得了一种更有效的方法来处理帕森斯理论中的不确定性，就像所有社会理论一样。我们获得了单值中智数的相似性度量。此外，我们表明这种相似性度量满足相似性度量条件。通过使用这种相似性度量，我们获得了可以在中性社会学理论中找到帕森斯理论中理想社会的应用程序。此外，我们将使用本研究中的数据获得的结果与之前定义的相似性度量的结果进行比较。因此，我们已经检查了我们获得的决策应用程序的适当性。