J., Resende M. G. C. An exact parallelalgorithm for the maximum clique problem, High Performance and Software in Nonlinear Optimization , Kluwer Academic Publishers, Dordrecht, 1998, pp. 279–300.
A new preconditioned conjugate gradient (PCG)-based domain decomposition method is given for the solution of linear equations
arising in the finite element method applied to the elliptic Neumann problem. The novelty of the proposed method is in the
recommended preconditioner which is constructed by using cyclic matrix. The resulting preconditioned algorithms are well suited
to parallel computation.
For a suitable set of not necessarily linear operators on a real Hilbert space, such that the set of common fixed points of
the operators is nonempty and has an interior point, we construct an asynchronous parallel algorithm that leads to a common
fixed point in a finite number of steps. This generalizes a result in .
The subject of the article is the evaluation of three acoustical algorithms on industrial production lines. The algorithm is used for the inspection of work-pieces in a noisy industrial environment. High efficiency performance requirements restricted running time and expected precise results make these inspections problematic. A sequential and two parallel algorithms and processing methods for these measurements were developed. These algorithms are real-time and multi-channel processing methods on industrial production lines. They carry out series of precision measurements in the time frame available. After the inspection the quality class and usability of the pieces are determined. These computer-aided inspections are more effective than human measurements because they are more precise, can be repeated multiple times, even with different quality requirements. They are usable on high-speed industrial production lines to obtain results in digital format.
: Independent sets in graphs . http://neilsloane.com/doc/graphs.html .  Szabo , S . Parallelalgorithms for finding cliques in a graph . Journal of Physics, Conference Series 268 ( 2011 ), 012030 . doi: 10.1088/1742-6596/268/1/012030 .  Szabo , S