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Time evolution of the eigenvector expectation values for specific states of a de-excitation density matrix



From the 2022 Maple Conference Art Gallery

The plot shows the time evolution of the eigenvector expectation values
for specific states of a de-excitation density matrix. The lowest (darkest) layer
corresponds to the last and largest eigenvector of the matrix, and each successive
layer adds the contributions of the next largest eigenvector to the specific states
in the matrix. All calculations to produce the time propagated density matrices
and eigenvector decomposition were performed in Maple and the plot was made
using Maple plots.
plot conference eigenvector

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