Property:Importance rank

From Groupprops

Number

The importance rank is a manually provided numerical rank score that indicates the importance of a term or fact. A rank of 1 denotes maximum importance, higher ranks denote lower importance. Multiple pages can have the same rank, indicating roughly equal importance.

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Showing 20 pages using this property.
A
Abelian group +
1  +
Alternating group +
1  +
Alternating group:A4 +
2  +
C
Center +
1  +
Characteristic subgroup +
1  +
Conjugacy class +
1  +
Cyclic group +
1  +
Cyclic group:Z2 +
1  +
Cyclic group:Z3 +
1  +
F
Finite group +
1  +
Fully invariant subgroup +
2  +
G
Group +
1  +
I
Index of a subgroup +
1  +
Inner automorphism +
1  +
Isomorphism of groups +
1  +
L
Left coset of a subgroup +
1  +
M
Multiplication table of a finite group +
1  +
N
Nilpotent group +
2  +
Normal subgroup +
1  +
P
Projective special linear group of degree two +
2  +
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