02/27/2008, 09:00 PM
Ok, that is then clear:
Thanks.
dx^(1/dx)= 0 where dx is infinitesimal as hyperreal if there is only one level of hyperreals.
But if there are still a smaller infinitesimal hyperreals of other level, smallest level? Because we are talking about selfroot, and self roots tend to be not 0.
I am interested in the type of spiral x^(1/x) creates in polar coordinates, anyway.
Ivars
Thanks.
dx^(1/dx)= 0 where dx is infinitesimal as hyperreal if there is only one level of hyperreals.
But if there are still a smaller infinitesimal hyperreals of other level, smallest level? Because we are talking about selfroot, and self roots tend to be not 0.
I am interested in the type of spiral x^(1/x) creates in polar coordinates, anyway.
Ivars