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Finally, we consider the application of decomposition methods to the dual graph of a hypergraph.
The main contribution of the research is the novel application of community detection techniques on the street-network dual graph to defining SLA.
The corresponding anisotropic neighborhoods for each vertex are searched by constructing a weighted dual graph, over which biquadratic Bezier surface patches are fitted and projected.
This method is based on a mathematical representation of the dynamic network graph and of its dual graph, using the hybrid incidence matrix, and on a constructive method for analyzing admissible and constrained configurations.
A plane graph is dual-eulerian if it has an eulerian tour with the property that the same sequence of edges also forms an eulerian tour in the dual graph.
The aim of this paper is to introduce a new methodology for the construction of a weighted dual graph of a two-dimensional NURBS-based isogeometric mesh that can be decomposed by standard graph-based partitioning approaches.
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RAG represents RNA 2D structure as planar tree or dual graphs to assist the cataloging, analyzing, and designing of RNA structures.
In this respect, we believe that the formalism introduced in the present paper could contribute to the understanding of the contributions related to the topology of dual graphs in Group Field Theory.
The graph consists of the dual graphs of every stage R^n(X), together with edges connecting each tile in R^n X) with its subdivisions in R^{n+1} X).
First, the level of the cytokines and cellularity were correlated by plotting a "cellularity-versus-cytokine" dual-axis graph.
The dual of a graph is another graph.
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