Aim & Scope

Geometric and deformation quantization are currently very active fields internationally. Research in these areas requires a deep understanding of theories from differential geometry, complex geometry, partial differential equations, homological algebra, probability, and mathematical physics. Many renowned mathematicians, such as Hörmander, Fedosov, Melrose, Kashiwara, Guillemin, Kontsevich, and others, have employed various techniques to address significant problems in geometric and deformation quantization. In recent years, techniques developed for studying geometric and deformation quantization, such as Toeplitz operators and DG manifolds, have found applications in algebraic geometry, complex geometry, and even in applied mathematics, such as big data analysis. The goal of this conference is to help students and scholars in Taiwan gain a better understanding of these fields and to foster opportunities for collaboration. 

Conference Website:https://sites.google.com/view/geoquant2024/home?authuser=0

Registration Link:https://forms.gle/vv9qfFiWHC2G59PF8