Towards higher rank logarithmic conformal field theories

这个项目旨在扩展我们对对数理论的知识。共形场论为解决理论物理中的问题提供了强有力的方法，并在看似不同的纯数学分支之间提供了美丽的联系。推进这些理论对统计力学、弦理论和各种数学学科的进步至关重要。预期的结果包括一个详细的形式系统和严格分析各种对数共形场理论，以便于应用。

This project aims to expand our knowledge of logarithmic theories. Conformal field theory provides powerful methods for attacking problems in theoretical physics and furnishes beautiful connections between seemingly disparate branches of pure mathematics. Advancing these theories is crucial to progress in statistical mechanics, string theory and various mathematical disciplines. Expected outcomes include a detailed formalism for systematically and rigorously analysing a wide variety of logarithmic conformal field theories so as to facilitate applications.