Examples of 'sylow' in a sentence
Meaning of "sylow"
Sylow is a term used in mathematics to describe certain types of subgroups in group theory
How to use "sylow" in a sentence
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sylow
The Sylow theorems give a partial converse.
There is an analogue of the Sylow theorems for infinite groups.
Prove that is normal in if and only if is the only Sylow.
One of his first contributions was the proof of the Sylow theorems for abstract groups.
Every Sylow subgroup is pronormal.
It is the normal core of every Sylow p-subgroup of the group.
Sylow and Lie.
A Z-group is a group whose Sylow subgroups are cyclic.
Sylow subgroups, Carter subgroups, and abelian subgroups of locally finite groups have been studied.
A p-complement is a complement to a Sylow p-subgroup.
In particular, a Sylow subgroup is subnormal if and only if it is normal.
Every group of square-free order, and every group with cyclic Sylow subgroups ( a Z-group ), is supersolvable.
In particular, every Sylow subgroup is normal if and only if it is normal.
The Sylow theorems assert a partial converse to Lagrange 's theorem.
For the following argument, let H be any Sylow p-subgroup ( not necessarily distinct from K ).
See also
The Sylow 2-subgroup is a dihedral group of order 8.
Classify the 2-groups that can be the Sylow 2-subgroups of finite simple groups.
This group and its Sylow 2-subgroup provide a counter-example for various normal p-complement theorems for p = 2.
Let np be the number of Sylow p-subgroups of G. Then the following hold,.
In his lectures Sylow explained Abel 's and Galois 's work on algebraic equations.
Title, Sylow subgroups.
Alperin showed that the Sylow subgroup must be dihedral, quasidihedral, wreathed, or a Sylow 2-subgroup of U34.
