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Integrals within the SLICE scheme are computed using multiple sweeps of PSM along flow-dependent cascade directions to avoid the large timestep-dependent splitting errors associated with traditional fixed-direction splitting.
The recently devised one-dimensional parabolic spline method (PSM) for efficient, conservative, and monotonic remapping is introduced into the semi-Lagrangian inherently-conserving and efficient (SLICE) scheme for transport problems in multi-dimensions.
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We show that this method, the circular slicing scheme, can be modified to accommodate multi-terminal systems as well as the traditional two-terminal systems.
A direct slicing scheme for F-rep models is proposed, avoiding the expensive steps of generating intermediate triangle meshes, so the memory cost of our approach is low.
Furthermore, we show that the performance and robustness of the circular slicing scheme is on par with other advanced methods and is well suited for large variety of multi-terminal geometries.
In the FNA, the resource pooling and service slicing schemes are proposed for different user quality of service (QoS) guaranteed resource allocations.
Firstly, we utilize the asymmetrical bit-slicing scheme to split router into two slices.
This paper proposes a flexible vehicle and fixed access converged network architecture and elastic slice-enabling scheme, to provide reliable vehicle communication service from the infrastructure level.
This slice CMSE prediction scheme uses certain parameters from the current encoded frame alone without using the future frames in the GOP.
In addition, the authors [29] propose slice-level parallel scheme.
Figure 17 Block diagram of H.264 decoding scheme slices version.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com