| # | Line 757 | Line 757 | operators(Eq.~\ref{introEquation:exponentialOperator}) | |
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| 757 | The Baker-Campbell-Hausdorff formula\cite{Gilmore1974} can be used | |
| 758 | to determine the local error of a splitting method in terms of the | |
| 759 | commutator of the | |
| 760 | < | operators(Eq.~\ref{introEquation:exponentialOperator}) associated |
| 760 | > | operators associated |
| 761 | with the sub-propagator. For operators $hX$ and $hY$ which are | |
| 762 | associated with $\varphi_1(t)$ and $\varphi_2(t)$ respectively , we | |
| 763 | have | |
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