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Christopher Bishop | Mappings and Meshes, connections between continuous and discrete geometry I
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Classroom Contents
Geometric Methods for Analyzing Discrete Shapes
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- 1 Christopher Bishop | Mappings and Meshes, connections between continuous and discrete geometry I
- 2 Keenan Crane | Geometry Processing with Intrinsic Triangulations I
- 3 Yanwen Luo | The deformation space of geodesic triangulations and Tutte’s embedding
- 4 Stephan Tillmann | Canonical cell decompositions for punctured real projective surfaces
- 5 Hana Dal Poz Kourimska | Uniformization with a new discrete Gaussian curvature
- 6 Hasan Pourmahmood Aghababa | Orientation Preserving Vectorized Distance Between Curves
- 7 Xiaoping Zhu | Convergence of discrere unformization factors on closed surfaces
- 8 Xu Xu | Rigidity and deformation of discrete conformal structures on polyhedral surfaces
- 9 Christopher Bishop | Mappings and Meshes, connections between continuous and discrete geometry II
- 10 Keenan Crane | Geometry Processing with Intrinsic Triangulations II
- 11 Max Wardetzky | The Bilaplacian on polyhedral surfaces — theory and applications
- 12 Emil Saucan | Geometric Persistent Homology for networks and hypernetworks
- 13 Matteo Raffaelli | Nonrigidity of flat ribbons
- 14 Matthijs Ebbens | Minimal Delaunay triangulations of hyperbolic surfaces
- 15 Miri Ben Chen | Parametetizarion based remeshing for mesh realization
- 16 Ivan Izmestiev | A discrete spherical Laplacian
- 17 Convergence results for discrete conformal maps based on conformally equivalent triangular lattices
- 18 Nadav Dym | Computational theory of graphs, sets and rigid sets
