Groups of order 111
This article gives information about, and links to more details on, groups of order 111
See pages on algebraic structures of order 111 | See pages on groups of a particular order
Statistics at a glance
| Quantity | Value | Explanation |
|---|---|---|
| Total number of groups | 2 | |
| Number of abelian groups | 1 |
The groups
There are, up to isomorphism, two groups of order 111, indicated in the table below:
| Group | GAP ID (second part) | Abelian? |
|---|---|---|
| semidirect product of Z37 and Z3 | 1 | No |
| cyclic group:Z111 | 2 | Yes |
This is classified by the classification of groups of order a product of two distinct primes in the case with two isomorphism classes since , with .
