Newbetuts
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New posts in finite-groups
Polynomial with icosahedral symmetry
abstract-algebra
matrices
group-theory
polynomials
finite-groups
Prove that every finite p-group is nilpotent.
group-theory
finite-groups
The smallest symmetric group $S_m$ into which a given dihedral group $D_{2n}$ embeds
group-theory
finite-groups
group-homomorphism
dihedral-groups
Product of all elements in finite group
group-theory
finite-groups
Is finite group theory still a fruitful area of research?
group-theory
soft-question
finite-groups
How are simple groups the building blocks?
abstract-algebra
group-theory
finite-groups
simple-groups
Is an automorphism of a finite group inner when it preserves conjugacy of elements and subgroups?
group-theory
finite-groups
On automorphisms of groups which extend as automorphisms to every larger group
group-theory
finite-groups
simple-groups
solvable-groups
automorphism-group
Homomorphism $\psi$ from $S_3$ to $S_4$ [duplicate]
abstract-algebra
group-theory
finite-groups
group-homomorphism
Every minimal normal subgroup of a finite solvable group is elementary abelian
abstract-algebra
group-theory
finite-groups
solvable-groups
Simple proof of the structure theorems for finite abelian groups
group-theory
finite-groups
abelian-groups
Identifying the finite symmetric groups
group-theory
logic
finite-groups
model-theory
Proving that any permutation in $S_n$ can be written as a product of disjoint cycles
finite-groups
permutations
proof-verification
symmetric-groups
Find the upper central series of $Q_{2^n}$.
group-theory
finite-groups
quaternions
group-presentation
p-groups
Let $p$ be a prime number and $G$ a non abelian group or order $p^3$. Prove that $Z(G) = [G,G]$.
group-theory
finite-groups
Proving there is no non-abelian finite simple group of order a Fibonacci number
group-theory
elementary-number-theory
finite-groups
fibonacci-numbers
The Weaver Android app $\rightarrow$ cute combinatorics problem
combinatorics
group-theory
finite-groups
puzzle
symmetric-groups
How "abelian" can a non-abelian group be?
group-theory
finite-groups
abelian-groups
Is there a subgroup $H$ of $G$ of index $p$, where $p$ is the smallest prime dividing $|G|<\infty$? [closed]
group-theory
finite-groups
Can the semidirect product of two groups be abelian group?
abstract-algebra
group-theory
finite-groups
abelian-groups
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