论文标题
在ADS_3中升起一般编织的可集成超弦
Boost generator in AdS_3 integrable superstrings for general braiding
论文作者
论文摘要
在本文中，我们发现了许多增强算子，用于在ADS_3启发的散射理论中非常普遍的共同选择，重点关注无质量部门，并且没有附加的三角变形。我们发现，除了满足修改后的庞加雷' - 类型superalgebras的关系外，增强副反应是我们构建的R型的确切对称性。在此过程中，我们发现了确定增强索引的歧义，这使我们能够在R-Matrices上得出差异约束。在三角变形的一个特殊情况下，我们发现了满足准Hopf代数的公理的非共同聚合结构。
In this paper we find a host of boost operators for a very general choice of coproducts in AdS_3-inspired scattering theories, focusing on the massless sector, with and without an added trigonometric deformation. We find that the boost coproducts are exact symmetries of the R-matrices we construct, besides fulfilling the relations of modified Poincare' - type superalgebras. In the process, we discover an ambiguity in determining the boost coproduct which allows us to derive differential constraints on our R-matrices. In one particular case of the trigonometric deformation, we find a non-coassociative structure which satisfies the axioms of a quasi-Hopf algebra.
