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Optimal paths from each scribble to every pixel in the image are determined using the DTF-distance maps.
The objective is to find a minimum-cost subgraph that has two edge- (or vertex-) disjoint paths from each group to the root.
This reduction is linked to the reduction in cluster size and the shorter paths from each node to the sink for an increasing number of sink nodes.
Let Pi,j be the set of shortest paths from each target in T i to each target in T j according to the PPI network.
In order to colorize a monochromatic image Y based on a set of n initial scribbles {S i }, i = 1,..., n, frst it is necessary to determine the propagation paths from each scribble to every pixel in the image.
At that time, clusters formed by aggregation of the NiMoO4 nanowires could not be mixed efficiently with carbon black, which resulted in impairing their electrochemical performance by restriction of the electronic conduction paths from each nanowire to a current collector.
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Therefore, the analysis is limited to the (possibly multi-path) route from each underwater sensor to the virtual sink.
The proposed algorithm finds the shortest path from each source to the SINK node.
If a path from each node to every other nodes exists, the graph is called connected.
It is equivalent to the condition that there is exactly one path from each node to a particular sink node.
Finding the shortest delay path from each candidate dominator to upper dominators takes at most O Δ2) time.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com