On 2016-04-17, kcrisman wrote:
> Thanks. In pure Maxima we get:
>
> (%i3) limit((x^(1/x)-1)*sqrt(x),x,inf);
> (%o3) inf
> (%i4) limit((x^(1/x)-1)*sqrt(x),x,0);
> (%o4) und
> (%i5) limit((x^(1/x)-1)*sqrt(x),x,0,plus);
> (%o5)
Dear SAGE developers,
On the other hand, we do get a correct result this way:
┌┐
│ SageMath Version 7.1, Release Date: 2016-03-20 │
│ Type "notebook()" for the browser-based notebook interface.
>sage: assume(x, 'real')
>sage: limit((x^(1/x)-1)*sqrt(x), x=infinity)
>+Infinity
>sage: limit(((1/x)^x-1)/sqrt(x), x=0, dir='+')
>+Infinity
>
>
Thanks. In pure Maxima we get:
(%i3) limit((x^(1/x)-1)*sqrt(x),x,inf);
(%o3) inf
(%i4) limit((x^(1
