论文标题
鉴于2D全息原则，有效的信息处理与纯辫子组形式主义有关
Effective information processing with pure braid group formalism in view of 2D holographic principle for information
论文作者
论文摘要
所谓的全息原理最初涉及高能物理学，更普遍地表明，信息在事件范围的表面上以物理载体（以其熵的衡量）尺寸（通过其熵测量）缩小 - 二维对象。在本文中，我们提出了一种在纯编织群体形式主义中代表经典信息的想法，其特征是二维空间的特殊结构。这导致了一些有趣的属性，例如信息几何化，多头字母的信息编码特征或组结构解码方案的能量效率。我们还证明，拟议的纯编织组方法符合信息存储和处理信息的所有条件。
The so-called holographic principle, originally addressed to the high energy physics, suggests more generally that the information inseparatly bounded with a physical carrier (measured by its entropy) scales as the event horizon surface---a two-dimensional object. In this paper we present an idea of representing classical information in formalism of pure braid groups, characterized by an exceptionally rich structure for two-dimensional spaces. This leads to some interesting properties, e.g. information geometrization, multi-character alphabets energetic efficiency for information coding characteristic or a group structure decoding scheme. We also proved that proposed pure braid group approach meets all the conditions for storing and processing of information.
