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A Halin graph is a plane graph constructed as follows.
A plane graph is a planar graph together with an embedding in the plane.
The plane graph of AgNWs embedded in NOA63 is shown in Fig. 5b.
We give a plane graph to characterize the intertwining property of basins of attraction of the dynamical systems.
A Halin graph is a plane graph constructed by connecting the leaves of T into a cycle.
On the positive side, we describe a polynomial-time algorithm that tests whether a triangulated plane graph augmented with a given set of edges that form a matching is IC-planar.
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In this paper we characterize the class of plane graphs that can be embedded on the two-dimensional grid with at most one bend on each edge.
For the routing we assume (1) the projection of the spatial architectures onto plane graphs (2) the embedding of the latter guest graphs into (in complete host hypercubes (N=4) and generally, into N-cube networks (N⩾3) and (3) routing by means of the cube algorithms of the host.
In order to further study the stability of the system under disturbance phase plane graphs of Hes1, Mash1 and Hes6 mRNA transcripts versus their respective protein products were generated for the pulse experiments (Figures S2, S3, S4), which further prove the model's inertia against a new resting state.
The application of N-cube networks (i) extend the hypercube principles to any N⩾3 (ii) increase the number of plane host graphs and (iii) reduce the incompleteness of the host cubes.
When you're graphing a point on the coordinate plane, you will graph it in (x, y) form.
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