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Explore a mathematical lecture that delves into the construction of symplectic manifolds and Lagrangian torus fibrations from integral affine manifolds with semi-simple singularities in codimension 2. Learn about building local models for the equation x..z=1+w_1+..w_n, with particular emphasis on singular fiber topology. The presentation covers a strategic approach to extending the tautological cotangent torus bundle over B\D, setting the foundation for further exploration of technical details and local model gluing in Cheuk Yu Mak's complementary talk. The research represents collaborative work with C.-Y. Mak, D. Matessi, and H. Ruddat.
