Huebschmann和Stasheff的论文综述：主方程的形式解（基于HPT和形变理论）
A Survey of Huebschmann and Stasheff's Paper: Formal Solution of the Master Equation via HPT and Deformation Theory
摘要：
这些笔记基于Huebschmann和Stasheff的论文“通过HPT和形变理论的主方程的形式解”，是为伊利诺伊州立大学的一系列演讲准备的，目的是将同调扰动理论应用于Kosmann-Schwarzbach和T. Voronov，并最终撰写论文的第二部分“高等派生括号和变形理论I”由目前的作者。
英文摘要：
These notes, based on the paper "Formal Solution of the Master Equation via HPT and Deformation Theory" by Huebschmann and Stasheff, were prepared for a series of talks at Illinois State University with the intention of applying Homological Perturbation Theory to the derived bracket constructions of Kosmann-Schwarzbach and T. Voronov, and eventually writing Part II of the paper "Higher Derived Brackets and Deformation Theory I" by the present authors.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
