# Category:4-polytopes

Here is a list of articles in the 4-polytopes category of the Computing portal that unifies foundations of mathematics and computations using computers.

This category contains polytopes of 4-space, and honeycombs of 3-space.

## Pages in category "4-polytopes"

The following 97 pages are in this category, out of 97 total.

### 1

- 10-10 duoprism
*(computing)* - 11-cell
*(computing)*

### 3

- 3-3 duoprism
*(computing)* - 3-4 duoprism
*(computing)* - 3-6 duoprism
*(computing)* - 3-8 duoprism
*(computing)*

### 4

- 4-6 duoprism
*(computing)* - 4-8 duoprism
*(computing)*

### 5

- 5-5 duoprism
*(computing)* - 57-cell
*(computing)*

### 6

- 6-6 duoprism
*(computing)* - 6-8 duoprism
*(computing)*

### 8

- 8-8 duoprism
*(computing)*

### A

- A4 polytope
*(computing)* - Alternation (geometry)
*(computing)*

### B

- B4 polytope
*(computing)*

### C

- Cantellated 120-cell
*(computing)* - Cantellated 24-cells
*(computing)* - Cantellated 5-cell
*(computing)* - Cantellated tesseract
*(computing)* - Cantellation (geometry)
*(computing)* - Cubic cupola
*(computing)* - Cubic honeycomb
*(computing)* - Cubic pyramid
*(computing)* - Cuboctahedral prism
*(computing)* - Cuboctahedral pyramid
*(computing)*

### D

- D4 polytope
*(computing)* - Dodecahedral cupola
*(computing)* - Dodecahedral prism
*(computing)* - Dodecahedral pyramid
*(computing)* - Duoprism
*(computing)* - Duopyramid
*(computing)*

### F

- Flag (geometry)
*(computing)*

### G

- Grand 120-cell
*(computing)* - Grand 600-cell
*(computing)* - Grand antiprism
*(computing)* - Grand stellated 120-cell
*(computing)* - Great 120-cell
*(computing)* - Great duoantiprism
*(computing)* - Great grand 120-cell
*(computing)* - Great grand stellated 120-cell
*(computing)* - Great icosahedral 120-cell
*(computing)* - Great stellated 120-cell
*(computing)*

### H

- H4 polytope
*(computing)*

### I

- Icosahedral 120-cell
*(computing)* - Icosahedral prism
*(computing)* - Icosahedral pyramid
*(computing)* - Icosidodecahedral prism
*(computing)* - Isohedral figure
*(computing)* - Isotoxal figure
*(computing)*

### L

- List of F4 polytopes
*(computing)*

### N

- Net (polyhedron)
*(computing)*

### O

- Octahedral cupola
*(computing)* - Octahedral prism
*(computing)* - Octahedral pyramid
*(computing)*

### P

- Point groups in four dimensions
*(computing)* - Polytetrahedron
*(computing)* - Prismatic uniform 4-polytope
*(computing)*

### R

- Rectified 120-cell
*(computing)* - Rectified 24-cell
*(computing)* - Rectified 5-cell
*(computing)* - Rectified 600-cell
*(computing)* - Rectified tesseract
*(computing)* - Regular 4-polytope
*(computing)* - Rhombicosidodecahedral prism
*(computing)* - Rhombicuboctahedral prism
*(computing)* - Runcinated 120-cells
*(computing)* - Runcinated 24-cells
*(computing)* - Runcinated 5-cell
*(computing)* - Runcinated tesseracts
*(computing)*

### S

- Small stellated 120-cell
*(computing)* - Snub 24-cell
*(computing)* - Snub cubic prism
*(computing)* - Snub dodecahedral prism
*(computing)* - Stella
*(software)*

### T

- Tetrahedral cupola
*(computing)* - Tetrahedral prism
*(computing)* - Tetrahedral-octahedral honeycomb
*(computing)* - Truncated 120-cells
*(computing)* - Truncated 24-cells
*(computing)* - Truncated 5-cell
*(computing)* - Truncated cubic prism
*(computing)* - Truncated cuboctahedral prism
*(computing)* - Truncated dodecahedral prism
*(computing)* - Truncated icosahedral prism
*(computing)* - Truncated icosidodecahedral prism
*(computing)* - Truncated octahedral prism
*(computing)* - Truncated tesseract
*(computing)* - Truncated tetrahedral prism
*(computing)*

### U

- Uniform antiprismatic prism
*(computing)*