论文标题
代数表示振荡模型的基本方程式的独立性：社交媒体回声室效应
Independence of the Fundamental Equation of the Oscillation Model on Algebraic Representations: Social Media Echo Chamber Effect
论文作者
论文摘要
在描述在线社交网络的用户动态的振荡模型中，众所周知，基本方程可以明确描述网络结构和用户动态之间的因果关系。基本方程式使用满足反标志关系的代数，其矩阵表示并非唯一。但是，即使矩阵表示不同，如果基本方程描述了相同的现象，也应从基本方程的不同表示中得出相同的结果。在本文中，我们以Echo-Chamber效应为例，确认不同矩阵表示的基本方程会导致相同的结果。
In the oscillation model that describes the user dynamics of online social networks, it is known that the fundamental equation can explicitly describe the causal relationship between the network structure and user dynamics. The fundamental equation uses algebra that satisfies the anti-commutation relation, and its matrix representation is not unique. However, even if the matrix representations are different, the same results should be derived from different representations of the fundamental equation if they are describing the same phenomenon. In this paper, we confirm, using the echo-chamber effect as an example, that the fundamental equations of different matrix representations lead to the same result.
