Generating set for various groups including S_{n}, A_{n}, GL_{n} (\mathbb{R}), SL_{n} (\mathbb{R}) etc.
- As we know that all cyclic groups are generated by a single element but what about non-cyclic groups?
- How far any non-cyclic group is in the number of generators to cyclic groups?
After going through the article (link attached below) you will know some interesting facts as well as the answer to the above questions.
Comments
Post a Comment