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Based on the results, design recommendations for minimum edge distance and gauge spacing for bolts are given.
In the second phase, a local image statistic minimum edge pixels difference (MEPD) is proposed to identify edge pixels from noise candidates.
The minimum spanning tree (MST) problem is to find minimum edge connected subsets containing all the vertex of a given undirected graph.
Let G="(V,E) be a graph with vertex set V and edge set E. A subset F⊆E is an edge total dominating set if every edge e∈E is adjacent to at least one edge in F. The edge total domination problem is to find a minimum edge total dominating set of G.
The final mesh typically contained about 93,000 hexahedrons, and the minimum edge length was about 0.15 μm.
Next, use the recursive method to find the minimum edge of the structure from the access over the edge.
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In this paper, we present two genetic algorithms (GA) for solving the minimum edge-dilation k-center (MEDKC) problem.
We study the problem of embedding a guest graph with minimum edge-congestion into a multidimensional grid with the same size as that of the guest graph.
Compared with conventional parallel straight waveguide coupler (SWC), this structure has more flexibility with two variable parameters of bending radius R and minimum edge-to-edge spacing d0, which are the two main parameters for the splitting ratio of coupler and decrease the complexity of device design and fabrication.
A maximum bipartite matching with minimum edges weights strategy was designed to employ fewer wavelength converters and avoid useless degradation of optical signal quality for the architecture to improve the node performance.
These stimuli consisted of colored squares (0.67 degrees), separated by a minimum edge-to-edge distance of 0.54 degrees, on a gray background.
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