论文标题
$ω$的真空化so（8）超级
Vacua of $ω$-deformed SO(8) supergravity
论文作者
论文摘要
我们对$ω$的真空进行了详细分析。特别是，使用基于张力流的数值方法，我们在改变电磁变形参数$ω$时跟踪该理论的平衡如何变化。除了描述不同平衡的各种属性（总共390个）外，我们表明，由于$ω$已变形，因此，so（3），n = 1 de wit-nicolai理论的真空变得等同于$ u（4）\ ltimes \ ltimes \ ltimes \ mathbb {r}^r}^{r}^{r}^{12} $ ipgravity in the Ipgravity的关键点。此处采用的程序以获得具有保证平衡的新测量值是通用的，并允许人们通过$ω$ - $指定获得进一步的可接受的非策略仪表，所有这些都保证了关键点，其中一些可能是新颖的可振兴解决方案。
We perform a detailed analysis of the vacua of $ω$-deformed SO(8) supergravity in four dimensions. In particular, using Tensorflow-based numerical methods, we track how the equilibria of the theory change when varying the electric-magnetic deformation parameter $ω$. Apart from describing various properties of different equilibria (390 in total), we show that as $ω$ is deformed, the SO(3), N=1 vacuum of the de Wit-Nicolai theory becomes equivalent to a critical point in $U(4)\ltimes\mathbb{R}^{12}$ gauged supergravity with a known uplift in IIB supergravity. The procedure employed here to obtain a new gauging with a guaranteed equilibrium is generic and allows one to obtain further admissible noncompact gaugings via $ω$-deformation, all of which have guaranteed critical points, and some of which may be novel upliftable solutions.
