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  1. A Workshop in Geometric Constructions of Mosaic Designs‏‎ (21:23, 29. Jan. 2015)
  2. Escher-type Tessellations and Pull-up Polyhedra: Creative Learning for the Classroom‏‎ (21:25, 29. Jan. 2015)
  3. POLY-UNIVERSE—Knowledge Produce Toy Family‏‎ (21:26, 29. Jan. 2015)
  4. Mathematical Methods in Origami Design‏‎ (21:30, 29. Jan. 2015)
  5. Using Turtles and Skeletons to Display the Viewable Sphere‏‎ (21:32, 29. Jan. 2015)
  6. The Art of Iterated Function Systems with Expanding Functions‏‎ (21:35, 29. Jan. 2015)
  7. Aesthetically Pleasing Azulejo Patterns‏‎ (21:36, 29. Jan. 2015)
  8. Map-Colored Mosaics‏‎ (21:52, 29. Jan. 2015)
  9. The Unique Eleven-Pointed Star Polygon Design of the Topkapı Scroll‏‎ (21:54, 29. Jan. 2015)
  10. The Symmetry of “Circle Limit IV” and Related Patterns‏‎ (21:56, 29. Jan. 2015)
  11. Counterchange Patterns and Polyhedra‏‎ (00:08, 30. Jan. 2015)
  12. Non-Flat Tilings with Flat Tiles‏‎ (00:10, 30. Jan. 2015)
  13. Using Polyhedral Stellations for Creation of Organic Geometric Sculptures‏‎ (00:12, 30. Jan. 2015)
  14. Growth Forms‏‎ (00:15, 30. Jan. 2015)
  15. Concave Hexagons‏‎ (00:17, 30. Jan. 2015)
  16. Realistic Image Making with Mandelbrot Set‏‎ (00:19, 30. Jan. 2015)
  17. ZenArt, graphic geometrical modules‏‎ (00:22, 30. Jan. 2015)
  18. Text from Truchet Tiles‏‎ (00:23, 30. Jan. 2015)
  19. Spelunking Adventure II: Combining Cyclons‏‎ (00:26, 30. Jan. 2015)
  20. Approaches to Evolutionary Architectural Design Exploration Using Grammatical Evolution‏‎ (01:10, 30. Jan. 2015)
  21. Interactive operators for evolutionary architectural design‏‎ (01:25, 30. Jan. 2015)
  22. Shape Grammars and Grammatical Evolution for Evolutionary Design‏‎ (01:28, 30. Jan. 2015)
  23. Evolutionary design using grammatical evolution and shape grammars: Designing a shelter‏‎ (01:42, 30. Jan. 2015)
  24. Michael O'Neill‏‎ (01:45, 30. Jan. 2015)
  25. Gentropy: evolving 2D textures‏‎ (01:51, 30. Jan. 2015)
  26. Lessons in Duality and Symmetry from M.C. Escher‏‎ (12:45, 30. Jan. 2015)
  27. Hankin’s ‘Polygons in Contact’ Grid Method for Recreating a Decagonal Star Polygon Design‏‎ (12:47, 30. Jan. 2015)
  28. Connected Holes‏‎ (12:49, 30. Jan. 2015)
  29. Metamorphosis in Escher’s Art‏‎ (12:54, 30. Jan. 2015)
  30. The Brachistochrone Problem between Euclidean and Hyperbolic‏‎ (12:57, 30. Jan. 2015)
  31. Patterning by Projection:Tiling the Dodecahedron and other Solids‏‎ (13:02, 30. Jan. 2015)
  32. Pull-up Patterned Polyhedra: Platonic Solids for the Classroom‏‎ (13:05, 30. Jan. 2015)
  33. From Sierpinski Triangle to Fractal Flowers‏‎ (13:08, 30. Jan. 2015)
  34. Designing Symmetric Peano Curve Tiling Patterns with Escher-esque Foreground/Background Ambiguity‏‎ (13:10, 30. Jan. 2015)
  35. Doyle Spiral Circle Packings Animated‏‎ (13:13, 30. Jan. 2015)
  36. A Sangaku Revived‏‎ (13:17, 30. Jan. 2015)
  37. Manipulating Images with Fractal Julia Sets‏‎ (13:19, 30. Jan. 2015)
  38. Making Patterns on the Surfaces of Swing-Hinged Dissections‏‎ (13:22, 30. Jan. 2015)
  39. Coxeter Groups in Colored Tilings and Patterns‏‎ (13:32, 30. Jan. 2015)
  40. Pattern by Design – Not by Chance‏‎ (13:36, 30. Jan. 2015)
  41. Masterpiece: Interactive Evolution in Visual Domain‏‎ (13:38, 30. Jan. 2015)
  42. The Sculpture Manifold: A Band from a Surface, a Surface from a Band‏‎ (13:41, 30. Jan. 2015)
  43. Modular Kirigami‏‎ (21:06, 30. Jan. 2015)
  44. Some Monohedral Tilings Derived From Regular Polygons‏‎ (21:08, 30. Jan. 2015)
  45. Patterned Polyhedra: Tiling the Platonic Solids‏‎ (21:13, 30. Jan. 2015)
  46. The 7 Curve, Carpets, Quilts, and Other Asymmetric, Square-Filling, Threaded Tile Designs‏‎ (21:15, 30. Jan. 2015)
  47. Images of the Ammann-Beenker Tiling‏‎ (21:17, 30. Jan. 2015)
  48. From Folding and Cutting to Geometry and Algorithms: Integrating Islamic Art into the Mathematics Curriculum‏‎ (21:20, 30. Jan. 2015)
  49. Non-Euclidean Symmetry and Indra's Pearls‏‎ (21:23, 30. Jan. 2015)
  50. Creating Penrose-type Islamic Interlacing Patterns‏‎ (21:25, 30. Jan. 2015)

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