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The stability of the Thomas algorithm for (14) and (16) follows from the fact of the diagonal predominance in the matrices of the coefficients of the linear systems and can be controlled by a proper choice of grid steps. The subsequent transition to the physical domain is carried out ...
The stability of the Thomas algorithm for (14) and (16) follows from the fact of the diagonal predominance in the matrices of the coefficients of the linear systems and can be controlled by a proper choice of grid steps. The subsequent transition to the physical domain is carried out ...