Visual-geometric Representation of Theorem Proofs in Nomotex DLS

Y. Dimitrienko, K. M. Zubarev, E. Gubareva, T. L. Ivanova, Raisa K. Alesina, A. V. Alesin
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引用次数: 0

Abstract

The paper examines the features of visual thinking, the authors note the importance of visual examples in modern engineering education. The article describes a methodological approach to presenting the course, based on visual theorem proofs. An example is considered the course “Theory of multivariable function” Visual examples were created at the Department of Computational Mathematics and Mathematical Physics of the Bauman Moscow State Technical University. The proposed methodological approach to the development of the course “Theory of multivariable function” allows you to use the elements of the created course in various variations for disciplines using the concept of functions of many variables, depending on the direction of training (specialty).
Nomotex DLS中定理证明的可视化几何表示
本文探讨了视觉思维的特点,指出了视觉实例在现代工程教育中的重要性。本文描述了一种基于视觉定理证明的方法来呈现这门课程。一个例子是在莫斯科鲍曼国立技术大学计算数学和数学物理系创建的“多变量函数理论”课程。所建议的开发“多变量函数理论”课程的方法方法允许您根据培训(专业)的方向,在使用多变量函数概念的学科的各种变体中使用所创建的课程的元素。
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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