I'd like to ask if I'm allowed to make a group out of all the sporadic groups by directly multiplying them (just muliplying the orders), with the resulting group having an order of about 2.333×10^365?
Also, is it possible to calculate something like a geometric mean between a sporadic group (i.e. 7920) and the resulting group (order of 2.333×10^365)? Thank you!
Also, is it possible to calculate something like a geometric mean between a sporadic group (i.e. 7920) and the resulting group (order of 2.333×10^365)? Thank you!