论文标题
二维代数的旋转流中的分类
Classification in a rotational flow of two-dimensional algebras
论文作者
论文摘要
在本文中，我们检查了一个二维代数的时间依赖性家族。我们研究了在不同时间形成的该家族的任何两个代数均为同构的条件。我们的发现表明，该流程包括不可数的成对非同构代数，包括一个交换代数。此外，我们将结果与先前确定的二维实际代数分类进行了比较。
In this paper, we examine a time-dependent family of two-dimensional algebras. We investigate the conditions under which any two algebras from this family, formed at different times, are isomorphic. Our findings reveal that the flow comprises of uncountable pairwise non-isomorphic algebras, including one commutative algebra. Additionally, we compare our results with a previously established classification of 2-dimensional real algebras.
