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ahulpke
  • Member for 8 years, 9 months
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49 votes

Unsolved Problems due to Lack of Computational Power

43 votes

Is there (or can there be) a general algorithm to solve Rubik's cubes of any dimension?

18 votes
Accepted

How is GAP generating all subgroups?

12 votes
Accepted

Sylow $2$-subgroup Mathieu Group $M_{24}$

10 votes
Accepted

Non-isomorphic groups with identical structure-description

9 votes
Accepted

Mysterious computation of a ring quotient in GAP

9 votes
Accepted

How does GAP calculate irreps?

9 votes

representation of the dihedral group $D_3$

8 votes
Accepted

Construct a semidirect product in GAP

8 votes
Accepted

Can there be any representation of a finite group which is reducible but indecomposable?

8 votes
Accepted

Non solvable group requiring more than 2 generators

8 votes

How do i see how all the generators get mapped during automorphism in GAP

8 votes
Accepted

How can one figure out if equations in presentation of a group are independent or not?

8 votes

How can I check whether a given finite group is a semidirect product of proper subgroups?

8 votes
Accepted

How to stop a calculation in GAP without closing GAP?

7 votes
Accepted

Progress on a conjecture of Burnside...

7 votes
Accepted

Use GAP to define finite Clifford group

7 votes
Accepted

Computing endomorphism ring of finite groups via computer

7 votes

Do there exist methods for determining the orbits of a group action on the cartesian product of sets?

7 votes
Accepted

Quotient of matrix group fails in GAP

7 votes
Accepted

Product of two ideals

7 votes

How many groups of order $2058$ are there?

7 votes
Accepted

What is the largest abelian subgroup in $S_n$?

7 votes
Accepted

Rubik's Revenge Cube in GAP

6 votes
Accepted

Monster coefficients

6 votes
Accepted

Minimal Permutation Representation Degree of a group: GAP implementation

6 votes

Can graphs in GAP be obtained as a visual output

6 votes
Accepted

Prove that some group is infinite based on its presentation.

6 votes

Computing the number of conjugacy-classes in $GL_{n}(\mathbb{F}_{p})$ of elementary abelian p-subgroups by GAP and Magma

6 votes

Gap code for a certain property of subgroups

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