Mathematical Modeling of Feelings in Viewpoint of Analysis of Olvido Poetry with Fractional Operators

IF 0.7 Q2 MATHEMATICS
M. Dokuyucu, Burak Armağan, Ülkü Eliuz, A. Akdemir, Mehmet Emir Köksal
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Abstract

The main motivation point of the article and the main factor that provides originality are an analysis of the modeling of feelings in the perspective of the analysis of Olvido’s poetry with the help of two fractional operators that offer the most effective solutions to real-world problems. In the study, first of all, the effect and contribution of fractional analysis to be applied and theoretical sciences were examined. A mathematical model of the feelings described in Olvido’s poem has been created to establish an important connection between fractional operators, which are an effective tool in the explanation of many physical and applied phenomena, and literary works that try to describe human life and feelings. The solutions of this model are investigated with the help of Caputo and Atangana–Baleanu fractional derivative operators. The findings were supported by various graphics in the light of special values of the parameters of the operators. The study focuses on generalizing the effects of literature research on human life to a general framework, not only providing the realization of the outputs that the literature field brings to human life and literature with the help of a mathematical model. The study has a rare content in the literature in terms of bringing together poetry and mathematics, which deal with human life with different methodologies.
从奥维多诗歌的分数算子分析看情感的数学建模
本文的主要动机点和提供原创性的主要因素是从分析奥维多诗歌的角度分析情感的建模,借助两个分数算子为现实世界的问题提供最有效的解决方案。在本研究中,首先考察了分数分析在应用科学和理论科学方面的作用和贡献。在Olvido的诗中描述的情感的数学模型已经被创建,以建立分数算子之间的重要联系,分数算子是解释许多物理和应用现象的有效工具,以及试图描述人类生活和情感的文学作品。利用Caputo和Atangana-Baleanu分数阶导数算子研究了该模型的解。根据操作员的特殊参数值,各种图形支持了这些发现。研究的重点是将文学研究对人类生活的影响概括到一个总体框架中,而不仅仅是借助数学模型来实现文学领域给人类生活和文学带来的输出。该研究将诗歌和数学结合在一起,用不同的方法处理人类生活,这在文学中是罕见的内容。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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