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The finite element method is a well known computational technique used to obtain numerical solutions to boundary-value problems including Maxwell's equations.
Further, we explore in detail practically important subclasses of the minCIS obtained by introducing more specific assumptions either on the system dynamics or the input set instances for which systematic solution methods are provided by constructing explicit reductions to well known computational problems.
While it was not possible using standard GLMMIX syntax to obtain estimates for the full sample or for samples of size 10% or more (due to well known computational convergence and memory limitation errors), we were able to obtain estimates for the full sample using tricks such as sorting by ID and time and removing them from the class statement.
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The well known huge computational effort that involves searching for an optimal solution is tackled by combining two concepts: exploiting the scene coherence to compute global illumination and using a metaheuristic technique for optimization.
The immersed boundary method is well known for computational fluid dynamics (Mittal and Iaccarino [2003]).
In this context, we propose a framework based on cellular automata (CA), a very well known formal computational model, suitable to abstract services deployed into an AmI-based environment preserving certain privacy levels of shoppers' information.
In fact, PGMs are the basis of several well known neuro-inspired computational models.
Well known, commercially available, computational tools were used for the topographical modelling.
The MOLCAS program package is well known for multiconfigurational computational models.
It is well known that the computational complexity of a mixed integer linear programming mainly depends on the number of integer variables [23].
Although it is well known, from the computational complexity point of view, that is the optimal choice for the MDF algorithm, it nevertheless is more efficient than time-domain implementations even for [8].
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