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Answers
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6
Cool problems to impress students with group theory
29
Jokes in the sense of Littlewood: examples?
2
German mathematical terms like “Nullstellensatz”
13
Math paper authors' order
0
What are some mathematical sculptures?
6
Which journals publish 1-page papers
8
Applications of infinite graph theory
3
Generating n-cycles
0
less elementary group theory
5
What is the virtue of profinite groups as mathematical objects?
1
Hopfian and Co-Hopfian groups (examples)
2
Order information enough to guarantee 1-isomorphism?
0
Have any publications been made in this area of group theory?
7
Finite groups with elements of the same order
5
Classifications of finite simple objects
1
Induced Subgraphs and Orbits of the automorphism group action
2
Finite simple groups with upper bound on order of elements
3
Is a profinite group with a finite number of simple quotients and Jordan-Hölder factors finitely generated?
1
super-transitive group action
17
An infinite group such that every proper subgroup is finite?
1
Elementary abelian normal subgroups of a pro-p group
0
Distinguishing finite-orbit permutation groups by action on tuples
2
Automorphisms of locally finite countable posets-2
2
Can a soluble group compute OR?
3
Admissible finite groups
2
Name for a certain kind of ‘weakly primitive’ permutation group
5
Quotients of Free pro-p groups