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[Structural Geometric Topology Home] > [Topological Categories] > [Polyknots] > [Grossman Polyknots]
Grossman Polyknots are knots that exhibit polyhedral symmetries, inspired by the mathematical artistry of Bathsheba Grossman, a trailblazer in 3D-printed mathematical sculpture. More of their work can be found at: Bathsheba Sculpture - Bathsheba Sculpture LLC .
structure: Grossman isocidodecahedral polyknot
components: squares, triangles, pentagons
structure: Grossman truncated icosahedral polyknot
components: squares, hexagons, pentagons
structure: Grossman isocidodecahedral polyknot
components: squares, triangles, pentagons
structure: Grossman truncated icosahedral polyknot
components: squares, hexagons, pentagons
structure: Grossman truncated icosahedral polyknot
components: triangles, hexagons
structure: Grossman truncated icosahedral polyknot
components: triangles, hexagons
structure: Grossman truncated octahedral polyknot
components: squares, hexagons
structure: Grossman truncated cuboctahedral polyknot
components: squares, hexagons, octagons
structure: Grossman truncated cuboctahedral star polyknot
components: triangles, squares, hexagons
structure: Grossman truncated icosidodecahedral polyknot
components: squares, hexagons, decagons
structure: Grossman truncated icosidodecahedral star polyknot
components: triangles, squares, hexagons, decagons
structure: Grossman truncated icosidodecahedral polyknot
components: squares, hexagons, decagons
structure: Grossman truncated cuboctahedral polyknot
components: squares, hexagons, octagons
structure: Grossman icosahedral polyknot
components: squares, triangles