Category:5D spherical symmetry groups
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Subcategories
This category has the following 200 subcategories, out of 232 total.
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- ((I2(8)≀S2)/2×A1)/2 symmetry (1 P)
- (A4×2×A1)+ symmetry (1 P)
- (A4×2×A1)/2 symmetry (2 P)
- (A5×2)+ symmetry (1 P)
- (B2×(A3×2))/2 symmetry (4 P)
- (B2×(B3/2×2))/2 symmetry (3 P)
- (B2×B3)+ symmetry (1 P)
- (B2×H3)+ symmetry (1 P)
- (B2▲G2)/2 symmetry (1 P)
- (B2▲I2(10))/2 symmetry (1 P)
- (B2▲I2(12))/2 symmetry (1 P)
- (B2▲I2(8))/2 symmetry (1 P)
- (B4/2×A1)/2 symmetry (1 P)
- (B4×A1)+ symmetry (1 P)
- (F4/2×2×A1)/2 symmetry (2 P)
- (F4×2×A1)+ symmetry (1 P)
- (F4×2×A1)/2 symmetry (2 P)
- (G2×(A3×2))/2 symmetry (3 P)
- (G2×(B3/2×2))/2 symmetry (3 P)
- (G2×B3)+ symmetry (1 P)
- (G2×B3)/2 symmetry (1 P)
- (G2×H3)+ symmetry (1 P)
- (G2×I2(10)×A1)/2 symmetry (1 P)
- (G2×I2(12)×A1)/2 symmetry (1 P)
- (G2×I2(8)×A1)/2 symmetry (1 P)
- (G2≀S2×A1)/2 symmetry (1 P)
- (G2▲I2(10))/2 symmetry (1 P)
- (G2▲I2(12))/2 symmetry (1 P)
- (G2▲I2(8))/2 symmetry (1 P)
- (G2▲S2)/2 symmetry (1 P)
- (H4×A1)+ symmetry (1 P)
- (I2(10)×(A3×2))/2 symmetry (2 P)
- (I2(10)×(B3/2×2))/2 symmetry (2 P)
- (I2(10)×B3)+ symmetry (1 P)
- (I2(10)×H3)+ symmetry (1 P)
- (I2(10)≀S2×A1)/2 symmetry (1 P)
- (I2(10)▲I2(12))/2 symmetry (1 P)
- (I2(10)▲S2)/2 symmetry (1 P)
- (I2(12)×(A3×2))/2 symmetry (2 P)
- (I2(12)×(B3/2×2))/2 symmetry (2 P)
- (I2(12)×B3)+ symmetry (1 P)
- (I2(12)×H3)+ symmetry (1 P)
- (I2(12)≀S2×A1)/2 symmetry (1 P)
- (I2(12)▲S2)/2 symmetry (1 P)
- (I2(20)×A1)/2×A1 symmetry (1 P)
- (I2(8)×(A3×2))/2 symmetry (2 P)
- (I2(8)×(B3/2×2))/2 symmetry (2 P)
- (I2(8)×B3)+ symmetry (1 P)
- (I2(8)×H3)+ symmetry (1 P)
- (I2(8)×I2(10)×A1)/2 symmetry (1 P)
- (I2(8)×I2(12)×A1)/2 symmetry (1 P)
- (I2(8)≀S2×A1)/2 symmetry (1 P)
- (I2(8)▲I2(10))/2 symmetry (1 P)
- (I2(8)▲I2(12))/2 symmetry (1 P)
- (I2(8)▲S2)/2 symmetry (1 P)
- (S2(I2(14)-3)×A1)/2 symmetry (1 P)
A
- A2×G2×A1 symmetry (2 P)
- A2×H2×A1 symmetry (2 P)
- A2×I2(10)×A1 symmetry (2 P)
- A2×I2(10)×A1+ symmetry (2 P)
- A2×I2(11)×A1 symmetry (2 P)
- A2×I2(12)×A1 symmetry (2 P)
- A2×I2(12)×A1+ symmetry (2 P)
- A2×I2(7)×A1 symmetry (2 P)
- A2×I2(8)×A1 symmetry (2 P)
- A2×I2(8)×A1+ symmetry (2 P)
- A2×I2(9)×A1 symmetry (2 P)
- A2≀S2xA1 symmetry (1 P)
- A2≀S2×A1 symmetry (1 P)
- A2≀S2×I symmetry (1 P)
- A2▲S2 symmetry (1 P)
- A3×A2 symmetry (4 P)
- A3×B2 symmetry (4 P)
- A3×G2 symmetry (4 P)
- A3×H2 symmetry (4 P)
- A3×I2(10) symmetry (4 P)
- A3×I2(11) symmetry (4 P)
- A3×I2(12) symmetry (4 P)
- A3×I2(7) symmetry (4 P)
- A3×I2(8) symmetry (4 P)
- A3×I2(9) symmetry (4 P)
- A3▲B3 symmetry (1 P)
- A3●H3×A1 symmetry (1 P)
- A4×2×A1 symmetry (6 P)
- A4×A1 symmetry (12 P)
- A4×I symmetry (1 P)
- A5 symmetry (71 P)
- A5×2 symmetry (37 P)
B
- B2×H3/2 symmetry (empty)
- B2×I2(10)×A1+ symmetry (2 P)
- B2×I2(12)×A1+ symmetry (2 P)
- B2×I2(8)×A1+ symmetry (2 P)
- B2▲S2 symmetry (2 P)
- B3+×A2 symmetry (2 P)
- B3+×B2 symmetry (2 P)
- B3+×G2 symmetry (2 P)
- B3+×H2 symmetry (2 P)
- B3+×I2(10) symmetry (2 P)
- B3+×I2(11) symmetry (2 P)
- B3+×I2(12) symmetry (2 P)
- B3+×I2(7) symmetry (2 P)
- B3+×I2(8) symmetry (2 P)
- B3+×I2(9) symmetry (2 P)
- B3×A2 symmetry (15 P)
- B3×B2 symmetry (12 P)
- B3×G2 symmetry (14 P)
- B3×H2 symmetry (14 P)
- B3×I2(10) symmetry (14 P)
- B3×I2(11) symmetry (14 P)
- B3×I2(12) symmetry (14 P)
- B3×I2(7) symmetry (14 P)
- B3×I2(8) symmetry (14 P)
- B3×I2(9) symmetry (14 P)
- B3÷(B2×A1) symmetry (2 P)
- B4×A1 symmetry (12 P)
- B4×I symmetry (2 P)
- B5 symmetry (154 P)
- B5+ symmetry (1 P)
- B5/2 symmetry (2 P)
D
- D4×2×A1+ symmetry (3 P)
- D5 symmetry (50 P)
F
- F4+×A1 symmetry (1 P)
- F4/2×A1 symmetry (1 P)
- F4×2×A1 symmetry (6 P)
- F4×2×A1+ symmetry (4 P)
- F4×A1 symmetry (13 P)
G
- G2×H3/2 symmetry (empty)
- G2×I2(10)×A1 symmetry (2 P)
- G2×I2(10)×A1+ symmetry (2 P)
- G2×I2(11)×A1 symmetry (2 P)
- G2×I2(12)×A1 symmetry (2 P)
- G2×I2(12)×A1+ symmetry (2 P)
- G2×I2(7)×A1 symmetry (2 P)
- G2×I2(8)×A1 symmetry (2 P)
- G2×I2(8)×A1+ symmetry (2 P)
- G2×I2(9)×A1 symmetry (2 P)
- G2≀S2xA1 symmetry (2 P)
- G2▲S2 symmetry (2 P)
H
- H2×G2×A1 symmetry (2 P)
- H2×I2(10)×A1 symmetry (2 P)
- H2×I2(10)×A1+ symmetry (2 P)
- H2×I2(11)×A1 symmetry (2 P)
- H2×I2(12)×A1 symmetry (2 P)
- H2×I2(12)×A1+ symmetry (2 P)
- H2×I2(7)×A1 symmetry (2 P)
- H2×I2(8)×A1 symmetry (2 P)
- H2×I2(8)×A1+ symmetry (2 P)
- H2×I2(9)×A1 symmetry (2 P)
- H2≀S2xA1 symmetry (2 P)
- H2▲S2 symmetry (3 P)
- H3+×A2 symmetry (2 P)
- H3+×B2 symmetry (2 P)
- H3+×G2 symmetry (2 P)
- H3+×H2 symmetry (2 P)
- H3+×I2(10) symmetry (2 P)
- H3+×I2(11) symmetry (2 P)
- H3+×I2(12) symmetry (2 P)
- H3+×I2(7) symmetry (2 P)
- H3+×I2(8) symmetry (2 P)
- H3+×I2(9) symmetry (2 P)
- H3×A2 symmetry (16 P)
- H3×B2 symmetry (14 P)
- H3×G2 symmetry (14 P)
- H3×H2 symmetry (14 P)
- H3×I2(10) symmetry (14 P)
- H3×I2(11) symmetry (14 P)
- H3×I2(12) symmetry (14 P)
- H3×I2(7) symmetry (13 P)
- H3×I2(8) symmetry (14 P)
- H3×I2(9) symmetry (14 P)
- H4×A1 symmetry (39 P)
I
- I2(10)×H3/2 symmetry (empty)
- I2(10)×I2(10)×A1+ symmetry (2 P)
- I2(10)×I2(11)×A1 symmetry (2 P)
- I2(10)×I2(12)×A1 symmetry (2 P)
- I2(10)×I2(12)×A1+ symmetry (2 P)
- I2(10)×I2(8)×A1+ symmetry (2 P)
- I2(10)≀S2+×A1 symmetry (2 P)
- I2(10)≀S2×A1 symmetry (2 P)
- I2(10)▲S2 symmetry (1 P)
- I2(11)×I2(10)×A1+ symmetry (2 P)
- I2(11)×I2(12)×A1 symmetry (2 P)
- I2(11)×I2(12)×A1+ symmetry (2 P)
- I2(11)×I2(8)×A1+ symmetry (2 P)
- I2(11)≀S2×A1 symmetry (2 P)
- I2(11)▲S2 symmetry (1 P)
- I2(12)×H3/2 symmetry (empty)
- I2(12)×I2(10)×A1+ symmetry (2 P)
- I2(12)×I2(12)×A1+ symmetry (2 P)
- I2(12)×I2(8)×A1+ symmetry (2 P)
Pages in category "5D spherical symmetry groups"
The following 3 pages are in this category, out of 3 total.