Conway polyhedron notation, invented by John Horton Conway and promoted by George W. Hart, is used to describe polyhedra based on a seed polyhedron modified...

uniform polychoron. Conway also suggested a system of notation dedicated to describing polyhedra called Conway polyhedron notation. In the theory of tessellations...

demonstrated here. Most Goldberg polyhedra can be constructed using Conway polyhedron notation starting with (T)etrahedron, (C)ube, and (D)odecahedron seeds...

out patterns, with triangles colored or excluded in the models. Conway polyhedron notation – Method of describing higher-order polyhedra Caspar, D. L. D...

theory) Conway polyhedron notation Conway triangle notation Orbifold notation This disambiguation page lists articles associated with the title Conway notation...

general any polyhedron (or polytope) can also be truncated with a degree of freedom as to how deep the cut is, as shown in Conway polyhedron notation truncation...

original vertices. For a polyhedron, this operation adds a new hexagonal face in place of each original edge. In Conway polyhedron notation, chamfering is represented...

Johnson solids instead, a convex polyhedron in which all of the faces are regular polygons. Conway polyhedron notation Diudea (2018), p. 39. Kinsey, Moore...

Machine – Web-based tool for generating polyhedra models using Conway Polyhedron Notation. Models can be exported as 2D PNG images, or as 3D OBJ or VRML2...

University Press, ISBN 978-0-521-29432-4, MR 0552023 Dover 1999 ISBN 978-0-486-40921-4 VTML polyhedral generator Try "k5aD" (Conway polyhedron notation)...

Spherical geometry Spherical trigonometry Polyhedron Projective polyhedron Toroidal polyhedron Conway polyhedron notation Sarhangi, Reza (September 2008). "Illustrating...

hyperbolic honeycombs: {3,6,3}, {6,3,6}, {4,4,4}, and {3,3,4,3,3} Conway polyhedron notation Dual polygon Self-dual graph Self-dual polygon Wenninger (1983)...

{ 4 3 } {\displaystyle r{\begin{Bmatrix}4\\3\end{Bmatrix}}} . Conway polyhedron notation uses a for ambo as this operator. In graph theory this operation...

edges are equal length. This construction is expressed in the Conway polyhedron notation jtI with join operator j. Without the equal edge constraint, the...

In Conway polyhedron notation, it can be represented as pT, applying George W. Hart's propeller operator to a regular tetrahedron. This polyhedron represents...

edge-truncation of the Platonic and Archimedean solids leading to vertex-transitive polyhedra Livio Zefiro VRML polyhedral generator (Conway polyhedron notation)...

dodecahedron Rhombic triacontahedron Bipyramid Truncated trapezohedron Conway polyhedron notation The Haunter of the Dark, a short story by H.P. Lovecraft in which...

including the Conway chained arrow notation, the Conway notation of knot theory, and the Conway polyhedron notation. The Coxeter notation system classifies...

creating new edges from each edge center to the face centers. Conway polyhedron notation would give these as oI, and oD, ortho-icosahedron, and ortho-dodecahedron...

truncating the vertices down to the midpoint of the original edges. In Conway polyhedron notation, it is represented as aPn, an ambo-prism. The lateral squares...

and each of the new vertices connected to a face center. (In Conway polyhedron notation this is a gyro tetrahedron.) The following points are vertices...

triakis tetrahedron Truncated triakis octahedron Truncated tetrakis cube George Hart's Polyhedron generator - "t10kI" (Conway polyhedron notation) v t e...

determine the polyhedron's position on a list of basic polyhedra. For example, 10** denotes the second 10-vertex polyhedron on Conway's list. Each vertex...

create a (5,3) geodesic polyhedron by k5k6. The whirled dodecahedron creates more polyhedra by basic Conway polyhedron notation. The zip whirled dodecahedron...

CRC Press. p. 59. ISBN 9781498702119. Johnson Solid Near Misses: Number 22 George Hart's Polyhedron generator - "t6kT" (Conway polyhedron notation)...

pentagonal orthobirotunda is one of the Johnson solids (J42). Its Conway polyhedron notation is at5jP5. As the name suggests, it can be constructed by elongating...

(knot theory) – a notation invented by Conway for describing knots in knot theory Conway polyhedron notation – notation invented by Conway used to describe...

Grishukhin, Fullerenes and coordination polyhedra versus half-cube embeddings, 1998 PDF [1] VTML polyhedral generator Try "tkD" (Conway polyhedron notation)...

octahedron divides its equilateral triangles into kite faces. In Conway polyhedron notation this represents an ortho operation to a cube or octahedron. The...

axis-gons. Conway polyhedron notation is another way to describe these polyhedra, starting with a regular form, and applying prefix operators. The notation doesn't...