Wolfram Demonstrations Project
Izidor Hafner
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Demonstrations 1 - 20 of 615
Sydler's Dissection of a Hill Tetrahedron into an Isosceles Triangular PrismRhombic 210-hedronProposition 7, Book XII, Euclid's ElementsSpace Filling with a Rhombic Dodecahedron of the Second KindGoldberg's Tristable Polyhedron
Sydler's Dissection of a Hill Tetrahedron into an Isosceles Triangular Prism
Updated this week
Rhombic 210-hedron
Updated this week
Proposition 7, Book XII, Euclid's Elements
Updated this week
Space Filling with a Rhombic Dodecahedron of the Second Kind
Updated this week
Goldberg's Tristable Polyhedron
Updated this month
Distorting Jessen's Orthogonal Icosahedron to an OctahedronInfinitesimally Flexible OctahedronTiling the Octahedron and the Plane with Tiling of a HexagramThe Four Kepler-Poinsot SolidsCompounds of Cubes and Their Nets
Distorting Jessen's Orthogonal Icosahedron to an Octahedron
Updated this month
Infinitesimally Flexible Octahedron
New this month
Tiling the Octahedron and the Plane with Tiling of a Hexagram
New this month
The Four Kepler-Poinsot Solids
New this month
Compounds of Cubes and Their Nets
New this month
Kepler's Rhombic SolidsConstruct Euclid's Regular DodecahedronThe Journey of Speke and GrantEuler's Substitutions for the Integral of a Particular FunctionOpposite Coefficients Method for Solving Two Equations in Two Unknowns
Kepler's Rhombic Solids
New this month
Construct Euclid's Regular Dodecahedron
New this month
The Journey of Speke and Grant
Euler's Substitutions for the Integral of a Particular Function
Opposite Coefficients Method for Solving Two Equations in Two Unknowns
Some Unistable PolyhedraSolving a System of Two Linear Equations with SubstitutionIcosahedral Rotational Symmetry TypesOctahedral Rotational Symmetry TypesMazes on the Edges of a Polyhedron
Some Unistable Polyhedra
Solving a System of Two Linear Equations with Substitution
Icosahedral Rotational Symmetry Types
Octahedral Rotational Symmetry Types
Mazes on the Edges of a Polyhedron

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