Mathematical Approaches to the Study of Human Information Processing

O. I. Glazunova
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Abstract

Introduction. We consider the Golden Ratio principle and the Fibonacci sequence in terms of its possible use in the production and perception of information. The correspondence between the Fibonacci sequence and the principle of symmetry is most clearly shown when numbers are replaced with concepts and judgments.Methodology and sources. Language is an integral part not only of consciousness, but also of reality, and therefore it is quite natural to assume that its formation and development took place in accordance with the objective laws of nature that ensure the effectiveness of the interaction of structural and systemic formations as part of the whole. Such an approach makes it possible to find answers to questions that have not been solved within the narrow linguistic framework of the study, and also contributes to the fact that language structures designed to describe the state of affairs in reality provide a methodological basis for cognition at the disposal of a person.Results and discussion. The simplest language phrases built on the models of «what is what», «what is which», «what/who does what», already contain all the essential elements of thought: 1) the separation of two objects; 2) comparing them with each other (in consciousness), and 3) inference (stating their separateness and differences from each other). Thus, symmetry and asymmetry are the essence of the process of obtaining new knowledge in any field of research. Each new judgment in the chain constructed in accordance with the Fibonacci sequence includes the two previous ones, but in a new quality – based on their synthesis. At the same time, all copies of the original and received structures remain in memory.Conclusion. The search for laws implies not only generalization of ideas, but also finding the simplest schemes according to which material objects are created and processes occurring in the natural environment are implemented. In accordance with the processes regulating the stability and variability of systems in the natural environment, the activity of consciousness is also carried out, aimed at obtaining knowledge and their formation on the basis of symmetry and asymmetry. Symmetry contributes to the preservation and assimilation of the original data, asymmetry allows you to extract new information based on them. The information coming from outside is transformed into linguistic structures – the only way possible for a person to reflect the results of logical and sensory analysis.
研究人类信息处理的数学方法
导言。我们从黄金比例原理和斐波那契数列在信息的产生和感知中的可能用途的角度来探讨黄金比例原理和斐波那契数列。当把数字换成概念和判断时,斐波那契数列与对称性原理之间的对应关系就表现得淋漓尽致。语言不仅是意识的一个组成部分,也是现实的一个组成部分,因此,我们可以很自然地认为,语言的形成和发展是按照自然界的客观规律进行的,而自然界的客观规律确保了作为整体一部分的结构和系统形式之间相互作用的有效性。这种方法使我们有可能找到在狭隘的语言研究框架内尚未解决的问题的答案,同时也有助于这样一个事实,即旨在描述现实事态的语言结构为人的认知提供了可支配的方法论基础。建立在 "什么是什么"、"什么是什么"、"什么/谁做什么 "模型基础上的最简单的语言短语已经包含了思维的所有基本要素:1)两个对象的分离;2)(在意识中)相互比较;3)推理(说明它们之间的分离和差异)。因此,对称和不对称是任何研究领域获取新知识过程的本质。在按照斐波那契数列构建的链条中,每一个新的判断都包含了前两个判断,但在新的质量上--基于它们的综合。同时,原始结构和接收结构的所有副本都保留在记忆中。对规律的探索不仅意味着对思想的概括,还意味着找到最简单的方案,根据这些方案来创造物质对象和实施自然环境中发生的过程。根据自然环境中调节系统稳定性和可变性的过程,意识活动也在进行,目的是在对称和不对称的基础上获取知识并形成知识。对称性有助于保存和吸收原始数据,而非对称性则可以在此基础上提取新的信息。来自外部的信息被转化为语言结构--这是一个人反映逻辑和感官分析结果的唯一可能方式。
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