Category:4D symmetry groups
Jump to navigation
Jump to search
Subcategories
This category has the following 86 subcategories, out of 86 total.
(
- (B2×A1)+×A1 symmetry (1 P)
- (I2(8)×A1)+×A1 symmetry (empty)
4
- 4D spherical symmetry groups (67 P)
A
- A2×A1×I symmetry (8 P)
- A2×A2 symmetry (empty)
- A2×B2 symmetry (3 P)
- A2×I2(10) symmetry (3 P)
- A2≀S2 symmetry (19 P)
- A3+×4 symmetry (6 P)
- A3+×8 symmetry (6 P)
- A3×A1 symmetry (6 P)
- A3×I symmetry (8 P)
- A4 symmetry (28 P)
- A4×2 symmetry (62 P)
B
- B2+×B2+ symmetry (empty)
- B2×I2(11) symmetry (6 P)
- B2≀S2 symmetry (28 P)
- B3+×24 symmetry (2 P)
- B3+×40 symmetry (empty)
- B3×A1 symmetry (25 P)
- B3×I symmetry (16 P)
- B4 symmetry (105 P)
- B4+ symmetry (2 P)
- BC2×BC2 symmetry (empty)
- BC2×I2(10) symmetry (empty)
- BC2×I2(8) symmetry (empty)
- BC2×I2(8)/2 symmetry (empty)
- BC2≀S2+ symmetry (empty)
D
- D4 symmetry (14 P)
- D4+ symmetry (50 P)
F
- F4 symmetry (115 P)
- F4+ symmetry (empty)
- F4+×2 symmetry (8 P)
- F4/2 symmetry (12 P)
- F4×2 symmetry (103 P)
G
- G2×G2 symmetry (empty)
- G2≀S2+ symmetry (empty)
- G2≀S2/2 symmetry (empty)
- G2≀S2/6 symmetry (empty)
H
- H2×H2 symmetry (2 P)
- H2≀S2 symmetry (20 P)
- H3+×12 symmetry (4 P)
- H3+×8 symmetry (7 P)
- H3×A1 symmetry (61 P)
- H3×I symmetry (14 P)
- H4 symmetry (1,205 P)
- H4+ symmetry (373 P)
I
- I2(10)+×2×I symmetry (empty)
- I2(10)×I2(10)/2 symmetry (2 P)
- I2(10)×I2(11) symmetry (11 P)
- I2(10)×I2(12) symmetry (5 P)
- I2(10)≀S2+ symmetry (7 P)
- I2(11)+×2×I symmetry (empty)
- I2(11)≀S2 symmetry (22 P)
- I2(12)+×2×I symmetry (empty)
- I2(12)×I2(18)/6 symmetry (empty)
- I2(13)+×2×I symmetry (empty)
- I2(13)+×4×I symmetry (4 P)
- I2(14)+×2×I symmetry (empty)
- I2(15)+×2×I symmetry (empty)
- I2(16)+×2×I symmetry (empty)
- I2(17)+×2×I symmetry (empty)
- I2(18)+×2×I symmetry (empty)
- I2(19)+×2×I symmetry (empty)
- I2(20)+×2×I symmetry (empty)
- I2(30)+×4 symmetry (empty)
- I2(7)+×2×I symmetry (empty)
- I2(7)×I2(11) symmetry (16 P)
- I2(7)×I2(8) symmetry (7 P)
- I2(7)×I2(9) symmetry (10 P)
- I2(8)+×2×I symmetry (empty)
- I2(8)×I2(11) symmetry (11 P)
- I2(8)×I2(12) symmetry (5 P)
- I2(8)≀S2 symmetry (26 P)
- I2(8)≀S2+ symmetry (2 P)
- I2(8)≀S2/2 symmetry (2 P)
- I2(9)+×2×I symmetry (empty)
- I2(9)×I2(11) symmetry (16 P)
- I2(9)≀S2/6 symmetry (empty)
R
- R3+×A1 symmetry (1 P)
- R3×A1 symmetry (2 P)
- R4 symmetry (20 P)
S
- S4 symmetry (29 P)
V
- V3+×A1 symmetry (1 P)
- V3×A1 symmetry (6 P)
Z
- Z×A2 symmetry (1 P)