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@ -10,7 +10,7 @@ it using the sparse matrix solver \verb|superlu|. Our implementation, and choice
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of solver method, resulted in a deviation from conserved total probability on the
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scale $10^{-14}$, for both the single and double slit setup. To illustrate the time
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evolution of the probability function, we created colormap plots for time steps
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$t = [0, 0.001, 0.002]$. We also included separate plots for each time step of
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$t=\{0, 0.001, 0.002\}$. We also included separate plots for each time step of
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Re$(u_{\ivec, \jvec})$ and Im$(u_{\ivec, \jvec})$. In addition, we determined the
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normalized particle detection probability $p(y \ | \ x=0.8, t=0.002)$, for single-,
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double- and triple-slit.
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