论文标题

雪人白皮书:更高的自旋重力和更高的自旋对称性

Snowmass White Paper: Higher Spin Gravity and Higher Spin Symmetry

论文作者

Bekaert, Xavier, Boulanger, Nicolas, Campoleoni, Andrea, Chiodaroli, Marco, Francia, Dario, Grigoriev, Maxim, Sezgin, Ergin, Skvortsov, Evgeny

论文摘要

较高的自旋重力是指重力扩展,包括至少一个大于两个的自旋场。由于限制了它们的无限二(较高自旋)仪表对称性,预计这些扩展将提供可管理的量子重力模型。较高自旋重力/对称性的关键方面之一是它所包含的主题的范围和多样性:(a)较高的自旋场在量子重力,ADS/CFT,String理论中起作用,并有望在宇宙学和黑洞物理学中产生重要影响; (b)较高的自旋对称性发现在保形场理论,凝结物质系统和二元性中的应用; (c)这些模型通常依赖于在QFT的数学基础或纯数学基础研究中开发的工具:从变形量化和非交通性几何形状到保形几何形状,分级几何形状(包括BV-BRST量化)和PDES的几何形状。最近的令人兴奋的应用还涉及(d)将黑洞二进制文件合并为大量较高自旋颗粒的散射。

Higher Spin Gravity refers to extensions of gravity including at least one field of spin greater than two. These extensions are expected to provide manageable models of quantum gravity thanks to the infinite-dimensional (higher spin) gauge symmetry constraining them. One of the key aspects of Higher Spin Gravity/Symmetry is the range and diversity of topics it embraces: (a) higher spin fields play a role in quantum gravity, AdS/CFT, string theory and are expected to have important consequences in cosmology and black hole physics; (b) higher spin symmetry finds applications in Conformal Field Theories, condensed matter systems and dualities therein; (c) these models often rely on tools developed in the study of the mathematical foundations of QFT or in pure mathematics: from deformation quantization and non-commutative geometry to conformal geometry, graded geometry (including BV-BRST quantization), and geometry of PDEs. Recent exciting applications also involve (d) modelling the coalescence of black hole binaries as scattering of massive higher spin particles.

扫码加入交流群

加入微信交流群

微信交流群二维码

扫码加入学术交流群,获取更多资源