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In [[mathematics]], [[numerical analysis]] and numerical, [[partial differential equation]]s, and [[structural analysis]], '''___domain decomposition methods''' solve a [[boundary value problem]] by splitting it into smaller boundary value problems andthat iteratingcan to coordinate the solution between the subdomains. The solution of the problems on the subdomains are independent, which makes ___domain decomposition methodsbe suitablesolved forin [[parallel computing|parallel]].Domain decomposition methods are typically used as [[preconditioner]]s for [[Krylov space]]and [[iterative methodmethods|iterating]]s,suchto ascoordinate the [[conjugatesolution gradientbetween method]]the orsubdomains. [[GMRES]].
{{Cat main|Domain decomposition methods}}
== External links ==
* [http://www.ddm.org The official Domain Decomposition Methods page]
