can replace z = a + bj and then solve the system of nonlinear equations Re {
z} = 0 and Im {z} = 0
2013/6/10 Volker Braun
> Did you try e.g. complex_plot(x-abs(x), (-1,1), (-1,1))
>
> The plot contains more information than just the region of zeroes. Usually
> the phase information is quite int
Did you try e.g. complex_plot(x-abs(x), (-1,1), (-1,1))
The plot contains more information than just the region of zeroes. Usually
the phase information is quite interesting. I don't think we have a
function to just give you the zeroes (which is numerically difficult)
On Sunday, June 9, 2013
