Subgroups and elements of free groups
Subgroup and element structure inside free and free metabelian groups: rank, inertness and compressedness, derived subgroups, retracts, primitive and equally distributed elements, independent sets, separation, Cayley–Hamilton analogues and characteristic quotients.
- Cayley–Hamilton analogue for free groups
- Characteristic quotients of free groups
- Derived subgroups of subgroups of free groups
- Equally distributed elements of free metabelian groups
- Inert and compressed subgroups of free groups
- Normal closures in free groups
- Normally independent sets in free groups
- Orbit-blocking words
- Palindromic width of free groups
- Primitive elements of free metabelian groups
- Residual finiteness growth of free groups
- Retracts of free groups
- Subgroups of free groups with normal derived subgroup
- Test elements
Loading dependency explorer…
The dependency explorer needs JavaScript and its graph data.