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Finally, the effect on the computational time of both the concept fitness evaluation time and concept optimality, for both the sequential and simultaneous approaches, is highlighted.
We introduce a new reuse mechanism called matrix shape which enables us to derive the implementation of both the sequential and the parallel version of the iterative methods of Linear Algebra Kernels (LAKe).
Detailed pseudo-codes for both the sequential and parallel algorithms are provided to illustrate the simplicity of the parallel implementation and its similarity to the sequential narrow band fast marching algorithm.
The Read/Write ratio, where read-only is 100/0 and Write only is 0/100 for both the sequential and random pattern behaviors.
In the present work, we investigated the use of both the sequential and the parallel strategy as well as the effect of the number of NGC (new generating candidates) in the optimization performance.
The Rate & Coder column shows the time required by the rate control and the encoding stage, this time being common for both the sequential and GPU 2D-DWT versions.
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The analysis of the execution time of all tasks, both in the sequential and in the message-passing versions, shows that the time spent was very similar, which points to communications as the origin of the performance problem.
The co-complexation route leads to alloy-type bimetallic DENs, and both the sequential loading and partial displacement methods can lead to alloy or core/shell DENs, depending on the identities of the two metals and the procedures of the synthesis operations.
The results show that our proposed parallel approximation algorithm achieves significant speedup with respect to both the sequential PTAS and the CPLEX-based solver that solves the mixed integer program formulation of the problem.
Although conventional approach like Green's function or master equation combined with Hubbard model has been quite successful in both the sequential tunneling and cotunneling regimes [7], there have been several theoretical attempts on dealing directly with the many-body Hamiltonian to study the few-electron transport problem recently [8, 9].
The results for both the sequential tapping and card flipping protocols are consistent with the notion that when sensory feedback is needed in order to execute a motion, there is activity in the PMC/SMA cortical areas [ 22, 53– 53].
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