Thesis supervisor: Frederic Magoules
Location of studies (in Hungarian): Pécsi Tudományegyetem Abbreviation of location of studies: PTE
Description of the research topic:
Scientific Computing has become an invaluable tool in many diverse field such as physics, engineering, mechanics, biology, finance, architecture and manufacturing.
Within the numerous numerical methods, domain decomposition provides computationally efficient parallel and distributed solution of large scale problems. These methods mainly consist of splitting the global domain into several sub-domains and to compute the solution on the global domain through the resolution of the problem associated with each sub-domain. The aspect ratio of the sub-domains and the shape of the interface between the sub-domains have a significant influence on the convergence of domain decomposition methods.
The proposed research consist to investigate and to develop new domain decomposition methods and parallel algorithms suitable for large scale simulation. The applications covered in this research are wide ranging and covers architecture design, acoustic pollution, etc
Required language skills: angol Number of students who can be accepted: 1
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