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if time inversion symmetry, then the set of states at k will be equal to the set of states at -k. This is a factor of 2 convenience upgrade.
much simpler grid reduction technique than other symmetries, and can be easily inverted to recover the full grid.
The text was updated successfully, but these errors were encountered:
ddkohler
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if time inversion symmetry, then the set of states at k will be equal to the set of states at -k. This is a factor of 2 convenience upgrade.
much simpler grid reduction technique than other symmetries, and can be easily inverted to recover the full grid.
The text was updated successfully, but these errors were encountered: