DIFFUSION AND BIFURCATION PROBLEMS IN SINGULARLY PERTURBED DOMAINS
β Scribed by MICHAEL J. WARD
- Book ID
- 118096058
- Publisher
- John Wiley and Sons
- Year
- 2008
- Tongue
- English
- Weight
- 217 KB
- Volume
- 13
- Category
- Article
- ISSN
- 0890-8575
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π SIMILAR VOLUMES
The equation -Ξ΅ 2 u + a Ξ΅ (x)u = u p-1 with boundary Dirichlet zero data is considered in an exterior domain = R N \ Ο (Ο bounded and N 2). Under the assumption that a Ξ΅ a 0 > 0 concentrates round a point of as Ξ΅ β 0, that p > 2 and p < 2N/(N -2) when N 3, the existence of at least three positive di
This paper deals with an iterative algorithm for domain decomposition applied to the solution of a singularly perturbed reaction--diffusion problem. This algorithm is based on finite difference domain decomposition approach and suitable for parallel computing. Convergence properties of the algorithm