Quantum Toric Geometry and Tame Geometry via Motivic Rings II

This course explores the connection between non-commutative geometry of quantum toric manifolds and tame geometry. The learning outcomes include understanding the relationship between these two geometries and providing a conjectural roadmap for further exploration. The course teaches explicit computations of Hodge numbers of LVM manifolds. The teaching method involves theoretical discussions and joint work presentations. The intended audience for this course includes students and researchers interested in geometry, algebraic geometry, and quantum geometry.