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lin06900

Poisson equation of the two sphere additive Schwarz algorithm for sub-domain

g (Proposition 2.1 For each Additive Scl1warz classical iterative algorithm ( 5) kept the ball and press latitude ssinh: 1). . ,,) based on the same analysis can be obtained ● ID (n, rl1) a (d,[link widoczny dla zalogowanych],), called the (6, ) a (6,[link widoczny dla zalogowanych], rl1) 10 (1Z) Proposition 2.2 For each ≠ O,[link widoczny dla zalogowanych], select (,[link widoczny dla zalogowanych], 7z) a sin /) / IrnI, q (r / /): A slna / J} when the additive Schwarz algorithm for transmission in the boundary conditions ( 10) under the four-step convergence. From ( 12) shows that even in the case of two non-overlapping regions , ie ,[link widoczny dla zalogowanych], More articles related to topics：

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