Is it possible to solve not only time-, but also space-dependent equations in dealII? As example the nonlinear schrödinger equation: \partial_z U = i(\partial_x^2+\partial_y^2) U with U=U(x, y, z) and U_0=U(x, y, 0)? As far as I know until now, all the equations are based on time, but stationary in space. Or are there similar examples which I did not see yet in the tutorial? Thanks!
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