Is there non-linear nilpotent operators? If yes, where it used?

Results 1 to 2 of 2

- May 25th 2010, 08:48 AM #1

- May 25th 2010, 10:13 AM #2
There is only one non-linear operator I know of, although I am sure there are more.

The Schwarzian derivative

As far as I know, though, this is not nilpotent...(it has an inverse)