论文标题
扩展非权益主义的字符串广告coset
Extending the non-relativistic string AdS coset
论文作者
论文摘要
受Lie代数扩展的启发，我们考虑了Arxiv中引入的代数的扩展：2203.07386对于ADS $ _5 \ times $ s $^5 $中的非相关弦乐串行操作。我们表明，扩展的代数允许在完整的扩展代数下不变的非分类内部产物。此外，我们提供了扩展代数的有限维表示。
Inspired by Lie algebra expansion, we consider an extension of the algebra introduced in arXiv:2203.07386 for the non-relativistic string coset action in AdS$_5\times$S$^5$. We show that the extended algebra admits a non-degenerate inner product which is adjoint invariant under the full extended algebra. Furthermore, we provide a finite-dimensional representation of the extended algebra.
