论文标题
用矢量和张量多重线线性化BPS方程
Linearizing the BPS Equations with Vector and Tensor Multiplets
论文作者
论文摘要
我们在六个维度上分析了$ \ Mathcal {n} =（1,0）$ supergravity理论的BPS方程，并在六个维度上耦合到矢量和张量多重。我们展示了如何将这些BPS方程还原为一组线性微分方程。该系统是三角形的，因为每一层的方程式虽然线性是由先前层的解决方案四倍地采购的。我们研究了几个明确的例子，并讨论了微晶几何家族的新构建。我们预计在这里提出的结果将打开Superstrata的新分支，其中势头在新的电荷载体中编码。
We analyse the BPS equations of $\mathcal{N} = (1,0)$ supergravity theory in six dimensions coupled to a vector and tensor multiplet. We show how these BPS equations can be reduced to a set of linear differential equations. This system is triangular in that each layer of equations, while linear, is quadratically sourced by the solutions of the previous layers. We examine several explicit examples and discuss the construction of new families of microstate geometries. We expect that the result presented here will open up new branches of superstrata in which the momentum is encoded in a new class of charge carriers.
