高自旋关联函数、量子有效作用与反常的对称形式
Symmetric formulation for higher spin correlators, quantum effective action and anomaly
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中文总结 AI 辅助
该研究构建三点高自旋共形关联函数的对称构造框架，以此为基础发展出提取主导奇点、研究高自旋共形规范理论量子有效作用中反常局域贡献的通用方法。
中文摘要 AI 辅助
我们构建了一个用于三点高自旋共形关联函数的构造性框架，该框架最初由我们在之前的工作中提出，并将其作为构建对应高自旋共形规范理论量子有效作用的基础。采用对早期构造的对称改进，我们分析了三点函数的主奇点及相关有效作用，这催生了提取主导奇点、研究有效作用中反常局域贡献的通用方法。
英文摘要
We develop a constructive framework for the three-point higher spin conformal correlation function, originally introduced in our previous work, and apply it as the foundation for constructing the quantum effective action of the corresponding higher spin conformal gauge theory. Employing a symmetric refinement of the earlier construction, we analyze the principal singularity of the three-point function and the associated effective action. This leads to a general method for extracting the dominant singularity and investigating the anomalous local contributions to the effective action.
