Math Help Forum - View Single Post - Algebra, Problems For Fun (30)

Thread: Algebra, Problems For Fun (30)

View Single Post

#2

Old

July 2nd, 2009, 04:58 PM

$Bruno J.'s Avatar$

Bruno J. is offline

Generous Contributor

Join Date: Jun 2009

Posts: 444

Country:

Canada

Thanks: 94

Thanked 154 Times in 137 Posts

Bruno J. has a spectacular aura about

Bruno J. has a spectacular aura about

Default

If $n$ is even, $D_{n^3/2}$ is nonabelian of order $n^3$ .

If $n$ is odd, perhaps we can decompose $n$ into a product of prime powers and show that for every odd prime $p$ there exists a nonabelian group of order $p^3$ ...

Reply With Quote

The following users thank Bruno J. for this useful post:
Chris L T521
$Donate to MHF$