Remeshing: Geometric Computing

This lecture covers the concept of triangle meshes, two-manifold surfaces, topological genus, and Euler's formula for closed polygon meshes. It explores the application of Euler's formula in analyzing the Stanford Bunny mesh and various geometric and topological proofs of the formula. The lecture also delves into Platonic solids, Archimedean solids, and the process of remeshing, including local remeshing operators, isotropic remeshing, and feature preservation techniques.