⌂
Species
Ordinary Aizu species
Magnetic Aizu species
How to cite species
Magnetic Aizu species
⌂
Simple list
Vectors & bidirectors
Property tensors
Superspecies
Point groups
Explanations
Authors
MAGNETIC POINT GROUPS
gray groups
No.
G
1
1
1'
2
1
1'
3
2
1'
4
m
1'
5
2/
m
1'
6
222
1'
7
m
m
2
1'
8
m
m
m
1'
9
4
1'
10
4
1'
11
4/
m
1'
12
422
1'
13
4
m
m
1'
14
4
2
m
1'
15
4/
m
m
m
1'
16
3
1'
17
3
1'
18
32
1'
19
3
m
1'
20
3
m
1'
21
6
1'
22
6
1'
23
6/
m
1'
24
622
1'
25
6
m
m
1'
26
6
m
2
1'
27
6/
m
m
m
1'
28
23
1'
29
m
3
1'
30
432
1'
31
4
3
m
1'
32
m
3
m
1'
black-white groups
No.
G
33
1
'
34
2'
35
m
'
36
2'/
m
'
37
2/
m
'
38
2'/
m
39
2'2'2
40
m
'
m
'2
41
m
m
'2'
42
m
'
m
'
m
43
m
'
m
'
m
'
44
m
m
m
'
45
4'
46
4
'
47
4'/
m
48
4/
m
'
49
4'/
m
'
50
42'2'
51
4'22'
52
4'
m
m
'
53
4
m
'
m
'
54
4
'2
m
'
55
4
'2'
m
56
4
2'
m
'
57
4'/
m
m
m
'
58
4/
m
m
'
m
'
59
4/
m
'
m
'
m
'
60
4/
m
'
m
m
61
4'/
m
'
m
'
m
62
3
'
63
32'
64
3
m
'
65
3
m
'
66
3
'
m
'
67
3
'
m
68
6'
69
6
'
70
6'/
m
'
71
6/
m
'
72
6'/
m
73
6'22'
74
62'2'
75
6'
m
m
'
76
6
m
'
m
'
77
6
'
m
'2
78
6
'
m
2'
79
6
m
'2'
80
6'/
m
'
m
m
'
81
6/
m
m
'
m
'
82
6/
m
'
m
'
m
'
83
6/
m
'
m
m
84
6'/
m
m
m
'
85
m
'
3
'
86
4'32'
87
4
'3
m
'
88
m
3
m
'
89
m
'
3
'
m
'
90
m
'
3
'
m
black groups
No.
G
91
1
92
1
93
2
94
m
95
2/
m
96
222
97
m
m
2
98
m
m
m
99
4
100
4
101
4/
m
102
422
103
4
m
m
104
4
2
m
105
4/
m
m
m
106
3
107
3
108
32
109
3
m
110
3
m
111
6
112
6
113
6/
m
114
622
115
6
m
m
116
6
m
2
117
6/
m
m
m
118
23
119
m
3
120
432
121
4
3
m
122
m
3
m