Several ADE variants (notably Barakat and Clark) are explicit, second-order accurate in space and time, and unconditionally

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Several ADE variants (notably Barakat and Clark) are explicit, second-order accurate in space and time, and unconditionally stable. Thus, they compete with the explicit Euler method with regards to ease of implementation on the one hand and with the splitting ADI and Crank–Nicolson methods with regards to robustness and accuracy on the other hand.

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