论文标题
揭示旋转双重的映射结构
Unveiling Mapping Structures of Spinor Duals
论文作者
论文摘要
在研究了可能适用于标准模型以外的费米的替代旋转双重二元组的调查计划之后，我们明确证明了几种定义明确的旋转双重双重偶。进一步，我们在它们之间定义了一个映射结构，以及此类双图的集合确实形成了一个组。我们还研究了用几个可能的双重构建的双线性量的协方差，这些组元素的不变特征空间及其与纺纱型分类的连接，以及定义为组代数元素的双图。
Following the program of investigation of alternative spinor duals potentially applicable to fermions beyond the standard model, we demonstrate explicitly the existence of several well-defined spinor duals. Going further we define a mapping structure among them and the conditions under which sets of such dual maps do form a group. We also study the covariance of bilinear quantities constructed with the several possible duals, the invariant eigenspaces of those group elements and its connections with spinors classification, as well as dual maps defined as elements of group algebras.
