One more interesting value is h(i*(e^(pi/2))) = h(I*(I^(1/I)).
And it is: h(i*i^(1/i) = h(i^((1/i)+1)) = h( i^(1+i)/i)) = 0,213934198848366+I*0,213934198848366
So that form is a+i*a, and Arg is pi/4, so in exponential form:
h( i^(1+i)/i))= +-0,30254864546678200*e^(I*pi/4).
May be I have mixed some sign for imaginary part.
Ivars
And it is: h(i*i^(1/i) = h(i^((1/i)+1)) = h( i^(1+i)/i)) = 0,213934198848366+I*0,213934198848366
So that form is a+i*a, and Arg is pi/4, so in exponential form:
h( i^(1+i)/i))= +-0,30254864546678200*e^(I*pi/4).
May be I have mixed some sign for imaginary part.
Ivars

