All material handed out during the course, hosted with the site so
it can never get lost: the Houdini scenes and homework files for each tutorial, and
the lecture notes as PDFs. Each tutorial or homework is a single .zip
— extract it and keep the folder structure so the scene finds its models and
textures, then open the .hip file inside.
21 downloads, 143.6 MB in total.
Houdini Files & Homeworks
- 00 Try to Open This00_Try_to_Open_This.zip2.0 MB
- 01 Getting Started with Houdini01_Getting_Started_with_Houdini.zip3.4 MB
- 02 Getting Even More Started with Houdini02_Getting_Even_More_Started_with_Houdini.zip3.8 MB
- 03 Become a God of Geometry03_Become_a_God_of_Geometry.zip21.6 MB
- 04 Volumes and Python (Without Snakes)04_Volumes_and_Python_Without_Snakes.zip1.1 MB
- 05 Mastering Discrete Exterior Calculus05_Mastering_Discrete_Exterior_Calculus.zip22.7 MB
- 06 Entropy and Waves & Homework 0406_Entropy_and_Waves_Homework_04.zip30.5 MB
- 07 Digital Assets and Conformal Mappings (No Files)no downloadable files existed for this one
- 08 Life with Boundaries08_Life_with_Boundaries.zip2.0 MB
- Homework 01 Attribute TasksHomework_01_Attribute_Tasks.zip4.6 MB
- Homework 02 Be CreativeHomework_02_Be_Creative.zip1.0 MB
- Homework 03 Hot BunnyHomework_03_Hot_Bunny.zip13.0 MB
- Homework 05 Conformal MapsHomework_05_Conformal_Maps.zip8.2 MB
Lecture Notes
- 01 Curves01_Curves.pdf4.3 MB
- 02 ExteriorCalculus02_ExteriorCalculus.pdf155 KB
- 03 Curvatures03_Curvatures.pdf4.2 MB
- 04 DEC04_DEC.pdf8.5 MB
- 05 Laplacian05_Laplacian.pdf7.2 MB
- 06 Conformal06_Conformal.pdf816 KB
- 07 Hodge07_Hodge.pdf1.5 MB
- dec boundarydec_boundary.pdf1.3 MB
- discrete-gauss-curvaturediscrete-gauss-curvature.pdf1.9 MB
Papers Discussed in the Course
The research papers read during the course are not hosted here — the rights stay with their authors and publishers. Each link below points to where the paper is officially available today.
- Discrete Exterior Calculusget the paper →
- Design of Tangent Vector Fieldsget the paper →
- On Discrete Killing Vector Fields and Patterns on Surfacesget the paper →
- Trivial Connections on Discrete Surfacesget the paper →
- Spin Transformations of Discrete Surfacesget the paper →
- Can Mean-Curvature Flow Be Modified to be Non-singular?get the paper →
- Globally Optimal Direction Fieldsget the paper →
- Designing N-PolyVector Fields with Complex Polynomialsget the paper →
- The Heat Method for Distance Computationget the paper →
- A Unified Discrete Framework for Intrinsic and Extrinsic Dirac Operators for Geometry Processingget the paper →