Isogonal Polyhedra
Dihedral Symmetry
Prisms
P2,
P3,
P4,
P5(1),
P5(2),
P6
Antiprisms
A2,
A3(1),
A3(2)
A4(1),
A4(3)
A5(1),
A5(2),
A5(3),
A5(4)
A6(1),
A6(5)
A7(1),
A7(2),
A7(3),
A7(4),
A7(5),
A7(6)
Crown (butterfly) polyhedra
Prismatic crowns:
CP3,
CP4,
CP5,
CP6
CP4(2),
CP5(2),
CP6(2)
Anti-prismatic crowns:
CA2,
CA3,
CA4,
CA5,
CA6
Bigonal antiprismatic crowns (two kind of vertices):
C2_2,
C2_3,
C2_4,
C2_5,
C2_6
Grunbaum's prismatoids
gr17a
(1),
(2),
(3)
gr17b
(2),
(3)
gr17c
(2),
(3)
gr20a
(1),
(2),
(3)
gr20b
(1),
(2),
(3)
gr20c
(1),
(2),
(3)
gr34(2),
(3)
Tetrahedral Symmetry
T1
T2
T3
T4
T5
T6
T7
T8
T9
T10
Rotational Octahedral Symmetry
3 faces per vertex
O_3_1 compound of 6 tetrahedra
O_3_2 compound of 6 tetrahedra
4 faces per vertex
O_4_1 compound of 3 prizmatoids
O_4_2 compound of 4 prizmatoids
5 faces per vertex
O_5_1 compound 2 twisted double truncated octahedra
O_5_2 deformation of snub cube
6 faces per vertex
O_6_1 compound of 2 tetrahedral polyhedra
O_6_2 compound of 3 prizmatoids
O_6_3 compound of 12 diagonal tetrahedra, with 2 tetrahera adjacent to every vertex
O_6_4 first new octahedral non-compound
O_6_5 compound of 12 tetrahedra (parallel to edges of octahedron)
Kaleidoscopical Polyhedra
They deserve their own page.
© Copyright 1999,2001 V.Bulatov.
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