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Self-stabilization is a very interesting and promising research field in computing science. This is due to its guarantees of automatic recovery from any transient failure, without any additional effort. This paper presents an overview of self-stabilizing distributed algorithms. First, the outlook of the self-stabilization paradigm is shown, followed by a simple example and some formal definitions...
This paper deals with electromagnetic field computations using distributed systems. Field problems given by Maxwell's partial differential equations are solved using well-established methods under given initial and boundary conditions. Spatial discretization performed by using the finite element method leads to linear systems of large dimension. Due to the large solution time, linear algebra methods...
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