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This problem has been shown to be LOGAPX-hard for general directed topologies of G and R. In this paper, we consider the complexity of MCD for more practical topologies of G and R, that is, when G or R forms an (undirected) tree; a tree structure is frequently adopted to construct an efficient communication network.
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This research extends and completes the existing body of work by relaxing the assumption of same transmission and carrier sensing range to realize more practical and realistic two-flow topologies.
The method is more practical than existing methods because it can process the scattered data points with complex topology and noise effectively, which produces a high-quality data points suited for CAD/CAM.
Alternative topologies such as multilevel converters and interleaved parallel-connected converters, as well as more practical control methods such dynamic compensators, current-mode control, and hysteretic control are discussed as well.
Regarding spatial relations, in addition to conventional topological and projective relations, other relations including tessellations and ribbon topology relations are presented in order to help model geographic objects by integrating more practical semantics.
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More practical concerns dominated.
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Mr. Greenfield was more practical.
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