group-explorer

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This group is called the Pauli Group (https://en.wikipedia.org/wiki/Pauli_group). It's also the central product of the Cyclic group of order 4 and the Dihedral group of order 8.

jonmarkprice

Make the Subgroup Lattices feature easier to find/more prominent

9

Perhaps include yet another column of info, Hasse diagram of subgroup lattice, and connect to the other stuff appropriately. Probably a big project, but could be another great addition. These...

kcrisman

Right now GE supports subgroup lattice visualization using sheets, with each vertex in the lattice being a subgroup represented by a visualizer (MT, CD, or CG). But in Visual Group...

nathancarter

Is there an error in the formula of S4?

3

As far as I can tell the above picture tells me that (0 1)(1 3 2)=(0 1 3 2) but from my calculations it is (0 3 2 1) which...

bblfish

Bump jquery from 3.4.1 to 3.5.0

2

Bumps [jquery](https://github.com/jquery/jquery) from 3.4.1 to 3.5.0. Commits 7a0a850 3.5.0 8570a08 Release: Update AUTHORS.txt da3dd85 Ajax: Do not execute scripts for unsuccessful HTTP responses 065143c Ajax: Overwrite s.contentType with content-type header...

dependabot[bot]

Make it easier to find help/tutorials on sheets/morphisms

3

Hi, I have been following the Prof Macauley lectures on Groups in order to better understand examples in Category Theory where morphisms of groups play an important role (see [Twitter...

bblfish

Visualizing conjugacy classes

4

I'm a big fan of visualizing mathematics, and just ran into the group explorer which I find very cool. Roughly two and a half years ago I created a prototype...

balopat