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Dispersionless Integrable Hierarchy via Kodaira–Spencer Gravity
Communications in Mathematical Physics ( IF 2.2 ) Pub Date : 2020-08-03 , DOI: 10.1007/s00220-020-03809-x Weiqiang He , Si Li , Xinxing Tang , Philsang Yoo
Communications in Mathematical Physics ( IF 2.2 ) Pub Date : 2020-08-03 , DOI: 10.1007/s00220-020-03809-x Weiqiang He , Si Li , Xinxing Tang , Philsang Yoo
We explain how dispersionless integrable hierarchy in 2d topological field theory arises from the Kodaira-Spencer gravity (BCOV theory). The infinitely many commuting Hamiltonians are given by the current observables associated to the infinite abelian symmetries of the Kodaira-Spencer gravity. We describe a BV framework of effective field theories that leads to the B-model interpretation of dispersionless integrable hierarchy.
中文翻译:
通过 Kodaira-Spencer Gravity 的无色散可积层次结构
我们解释了二维拓扑场理论中的无色散可积层级是如何从 Kodaira-Spencer 引力(BCOV 理论)中产生的。无限多的交换哈密顿量由与 Kodaira-Spencer 引力的无限阿贝尔对称性相关联的当前可观察量给出。我们描述了有效场论的 BV 框架,该框架导致对无色散可积层次的 B 模型解释。
更新日期:2020-08-03
中文翻译:
通过 Kodaira-Spencer Gravity 的无色散可积层次结构
我们解释了二维拓扑场理论中的无色散可积层级是如何从 Kodaira-Spencer 引力(BCOV 理论)中产生的。无限多的交换哈密顿量由与 Kodaira-Spencer 引力的无限阿贝尔对称性相关联的当前可观察量给出。我们描述了有效场论的 BV 框架,该框架导致对无色散可积层次的 B 模型解释。