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Discrete Mathematics
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Demonstrations 181  200 of 1110
Escher's Method Applied to Created Celtic Designs
Irregular Tilings
Möbius Triangles
Jarvis March to Find the Convex Hull of a Set of Points in 2D
Other Formulations of the Collatz Problem
Zonotope Construction via Shephard's Theorem
Collaboration Graph for Paul Erdos Coauthors
Biregular Star Graphs
Molecular Graph Theory Applied to Fullerenes
Radial Tiling
Quasicrystals
Distance and Dissimilarity Patterns
Minimal Colorings of Archimedean Solids
Visible Points in a Polygon
Social Golfer Problem
Minimal Coloring of Platonic Solids
Nearest in a Crowd
The Ray Puzzle
The Geometry of the Steiner Tree Problem for up to Five Points
Tiling the Octahedron and the Plane with Tiling of a Hexagram
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