Weyl Anomaly in Higher Dimensions and Feynman Rules in Coordinate Space
arXiv:hep-th/9810256 · doi:10.1063/1.532863
Abstract
An algorithm to obtain the Weyl anomaly in higher dimensions is presented. It is based on the heat-kernel method. Feynman rules, such as the vertex rule and the propagator rule, are given in (regularized) coordinate space. Graphical calculation is introduced. The 6 dimensional scalar-gravity theory is taken as an example, and its explicit result is obtained.
Many figures, 45 pages, some references added (v2)
References in corpus (6)
- The Holographic Weyl anomaly
- Conformal Anomaly in 4D Gravity-Matter Theories Non-minimally Coupled with Dilaton
- Uniqueness of D=11 Supergravity
- Graphical Classification of Global SO(n) Invariants and Independent General Invariants
- Conformal Symmetry and the Three Point Function for the Gravitational Axial Anomaly
- General Structure of Conformal Anomaly and 4 Dimensional Photon-Dilaton Gravity