BV-Infinity Quantization of (-1)-Shifted Derived Poisson Manifolds

Explore the intricacies of BV_∞ quantization in the context of (-1)-shifted derived Poisson manifolds in this advanced mathematics lecture. Delve into complex algebraic structures and geometric concepts as Ping Xu presents cutting-edge research in derived geometry and quantization theory. Gain insights into the interplay between Batalin-Vilkovisky formalism, derived Poisson geometry, and higher categorical structures. Suitable for graduate students and researchers in mathematical physics, algebraic geometry, and related fields.

Ping Xu: "BV_\infty quantization of (-1)-shifted derived Poisson manifolds"