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Vector Cryptography System: An Approach for the Analysis of Linear Arithmetic Spaces

机译:矢量密码系统:一种分析线性算术空间的方法

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This paper proposes the development of mathematical reasoning in undergraduate students through vector cryptography implemented in a software system. Mathematical reasoning is a cognitive function that could be improved using symmetric encryption techniques such as Hill Cipher, which implements the operations of the linear arithmetic spaces. The goal of this research project is that undergraduate students can learn, understand and apply abstract linear algebra theorems in cryptography context. It is intend to use neurosciences tools to validate the proposed method. The electric brain activity can be measured using electroencephalography (EEG) to obtain neural recruitment while solving complex mathematical problems.
机译:本文通过在软件系统中实现的矢量密码,提出了本科生数学推理的发展。数学推理是可以使用诸如Hill密码的对称加密技术来改进的认知功能,其实现线性算术空间的操作。本研究项目的目标是本科生​​可以学习,理解和应用加密上下文中的抽象线性代数定理。打算使用神经科学工具来验证所提出的方法。可以使用脑电图(EEG)测量电脑活动,以获得神经招募,同时解决复杂的数学问题。

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