Independence of Polarization for Lagrangian Fibrations and Integral-Affine Geometry

Explore the intricacies of Lagrangian fibrations and integral-integral affine geometry in this 46-minute lecture by Mark Hamilton from Mount Allison University. Delve into the concept of independence of polarization and its implications for these mathematical structures. Gain insights into advanced topics in Hamiltonian geometry as part of the Fields Institute's ongoing series on the subject. Enhance your understanding of complex mathematical concepts and their applications in modern geometry.

Independence of polarization for Lagrangian fibrations and integral-integral affine geometry