Sylow theorems
Sign in to saveAlso known as Sylow theorem
the theorem that, for a finite group of order a mutiple of 𝑝ⁿ, there exist Sylow 𝑝-subgroups of order 𝑝ⁿ (all of whom are conjugate), whose number equals the index of the normalizer of any such subgroup
In the Vinony graph
Vinony's link graph records 213 inbound references to Sylow theorems, and connects out to prime number, Lie group and group action.
Vinony files it under P-groups and Theorems about finite groups.
Vinony links it to 23 Wikipedia language editions.
Connections
prime number
Entity
Lie group
Entity
group action
Entity
finite group
Entity
topological group
Entity
orthogonal group
Entity
zbMATH Open
Entity
order
Entity
International Standard Book Number
Entity
integer
Entity
digital object identifier
Entity
International Standard Serial Number
Entity
exponentiation
Entity
theorem
Entity
group theory
Entity
Augustin-Louis Cauchy
Entity
divisor
Entity
isomorphism
Entity
abelian group
Entity
coprime
Entity