Mathematical apparatus for engineering-linguistic models

SECOND INTERNATIONAL CONFERENCE ON MATERIAL SCIENCE, SMART STRUCTURES AND APPLICATIONS: ICMSS-2019 Pub Date : 2019-12-17 DOI:10.1063/1.5140133

N. Sidnyaev, Ju. I. Butenko, V. V. Garazha

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引用次数: 6

Abstract

The article deals with the influence of special sections of mathematics on linguistic theory and practice from the standpoint of modeling, based on the similarity of the model and the object, and includes the construction of the model, its study and transfer of the information to the simulated object. Sectors of penetration of mathematical methods in linguistics are shown. The conditions for the choice of linguistic models, as well as the types of linguistic-mathematical models: ideal and reproducing are described. Given the methodological function of engineering linguistics. Special sections of mathematics used in linguistic theory and practice are considered. The paradoxes of rejection by the language of frontal machine formalization are listed.The article deals with the influence of special sections of mathematics on linguistic theory and practice from the standpoint of modeling, based on the similarity of the model and the object, and includes the construction of the model, its study and transfer of the information to the simulated object. Sectors of penetration of mathematical methods in linguistics are shown. The conditions for the choice of linguistic models, as well as the types of linguistic-mathematical models: ideal and reproducing are described. Given the methodological function of engineering linguistics. Special sections of mathematics used in linguistic theory and practice are considered. The paradoxes of rejection by the language of frontal machine formalization are listed.

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用于工程语言模型的数学仪器

本文从建模的角度出发，基于模型与对象的相似性，探讨了数学的特殊部分对语言理论和实践的影响，包括模型的构建、模型的研究和向模拟对象传递信息。显示了数学方法在语言学中的渗透部门。描述了语言数学模型选择的条件，以及语言数学模型的类型:理想模型和再现模型。鉴于工程语言学的方法论功能。在语言学理论和实践中使用的数学的特殊部分被考虑。列举了正面机器形式化语言拒绝的悖论。本文从建模的角度出发，基于模型与对象的相似性，探讨了数学的特殊部分对语言理论和实践的影响，包括模型的构建、模型的研究和向模拟对象传递信息。显示了数学方法在语言学中的渗透部门。描述了语言数学模型选择的条件，以及语言数学模型的类型:理想模型和再现模型。鉴于工程语言学的方法论功能。在语言学理论和实践中使用的数学的特殊部分被考虑。列举了正面机器形式化语言拒绝的悖论。

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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SECOND INTERNATIONAL CONFERENCE ON MATERIAL SCIENCE, SMART STRUCTURES AND APPLICATIONS: ICMSS-2019

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