Hi, I have checked some posts on the forum, however to no avail.
I have the given system:
{syms h g x C h = 2g = 4C = 1/sqrt(2.*pi)y = ((exp(2.*g.*i.*x./h)).*(((h.^2)./2) + (g.*x)/2.*h.*i));z = ((exp(-2.*g.*i.*x./h)).*(((h.^2)./2) + (g.*x)/2.*h.*-i));[int(y.*z*.u, x], 0, 2.*pi)]==1
} which should solve for u. Is it feasible with some modifications?
Thanks
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