This cluster of papers focuses on the deformation quantization of Poisson manifolds, involving topics such as Lie algebroids, homotopy theory, symplectic geometry, model categories, K-theory, operads, and higher algebraic structures. It explores the application of deformation quantization in various mathematical contexts and its implications for understanding geometric and algebraic structures.
Deformation Quantization; Poisson Manifolds; Lie Algebroids; Homotopy Theory; Symplectic Geometry; Model Categories; K-Theory; Operads; Higher Algebraic Structures; Stacks