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THE SCHWARZ ALTERNATING METHOD FOR A FOURTH-ORDER VARIATIONAL INEQUALITY
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作者 蒋美群 《Numerical Mathematics A Journal of Chinese Universities(English Series)》 SCIE 1994年第1期67-74,共8页
In this paper the Schwarz alternating method for a fourth-order elliptic variational inequality problem is considered by way of the equivalent form, and the geometric convergence is obtained on two subdomains.
关键词 schwarz ALTERNATING method FOURTH-ORDER variational INEQUALITY geometric convergence.
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Monotone Additive Schwarz Algorithms for Solving Two-Side Obstacle Problems
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作者 Jinping Zeng(Dept. of Applied Alathematics, Hunan UniversityChangsha, Henan P.R. of China) 《Wuhan University Journal of Natural Sciences》 CAS 1996年第Z1期692-695,共4页
Additive Schwarz algorithms for solving the discrete problems of twrvside obstacle problems are proposed. The monotone convergence of the algorithms is established for M-matrix and the h-independent convergence rate i... Additive Schwarz algorithms for solving the discrete problems of twrvside obstacle problems are proposed. The monotone convergence of the algorithms is established for M-matrix and the h-independent convergence rate is proved for S-matrix. The so-called finite step convergence for coincident components is discussed for nondegenerate discreted problems. 展开更多
关键词 variational inequalities obstacle problems additive schwarz algorithms monotone convergence h-independent convergence rate.
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变分不等式的加性广义Schwarz算法 被引量:2
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作者 唐小明 《湖南大学学报(自然科学版)》 EI CAS CSCD 1997年第4期12-17,共6页
将加性广义Schwarz算法推广到求解变分不等式,并在适当条件下证明了其收敛性.
关键词 加性 广义 schwarz算法 变分不等式 收敛性
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