论文标题
新的$ g_2 $ -conifolds in $ m $ - 理论及其现场理论解释
New $G_2$-conifolds in $M$-theory and their Field Theory Interpretation
论文作者
论文摘要
Foscolo-Haskins-Nordström的最新定理可以利用Clabi-yau锥体上的Circle Bundles构建$ G_2 $ - 霍尔科尼斯（Orbifolds）来构建和调查$ M $ M $ $ M $ - $ M $ - $ M $的概括。我们看到，在许多情况下，紫外扰动量规理论似乎具有$ M $ - 理论中的平滑$ g_2 $ - 5 $ - 遗传学背景的红外双重偶。对该提案进行各种物理检查，进行了肯定的情况。
A recent theorem of Foscolo-Haskins-Nordström which constructs complete $G_2$-holonomy orbifolds from circle bundles over Calabi-Yau cones can be utilised to construct and investigate a large class of generalisations of the $M$-theory flop transition. We see that in many cases a UV perturbative gauge theory appears to have an infrared dual described by a smooth $G_2$-holonomy background in $M$-theory. Various physical checks of this proposal are carried out affirmatively.
