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Algebroid Yang-Mills Theories

机译:代数式杨米尔斯理论

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摘要

A framework for constructing new kinds of gauge theories is suggested Essentially it consists in replacing Lie algebras by Lie or Courant algebroids. Besides presenting novel topological theories defined in arbitrary spacetime dimensions, we show that equipping Lie algebroids E with a fiber metric having sufficiently many E-Killing vectors leads to an astonishingly mild deformation of ordinary Yang-Mills theories: Additional fields turn out to carry no propagating modes. Instead, they serve as moduli parameters gluing together in part different Yang-Mills theories. This leads to a symmetry enhancement at critical points of these fields, as is also typical for String effective field theories.
机译:提出了一种用于构建新型量规理论的框架。从本质上讲,它包括用李或库兰特代数代替李代数。除了展示在任意时空维度上定义的新颖拓扑理论之外,我们还显示出给Lie代数体E配备具有足够多E杀灭向量的纤维度量会导致普通Yang-Mills理论的惊人的温和变形:其他领域却证明没有传播模式。相反,它们充当部分不同的Yang-Mills理论粘合在一起的模量参数。这导致这些场的临界点处的对称性增强,这也是弦有效场论的典型特征。

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