Presents a new order-three splitting method proven to converge at third order for linear semilinear parabolic problems with non-periodic boundaries and validated numerically for nonlinear cases.
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Overcoming the order barrier two in splitting methods when applied to semilinear parabolic problems with non-periodic boundary conditions
Presents a new order-three splitting method proven to converge at third order for linear semilinear parabolic problems with non-periodic boundaries and validated numerically for nonlinear cases.