Curvature, geometry and spectral properties of planar graphs. Discrete Comput. Geom., 46(3):500-525, 2011.M. Keller, Curvature, geometry and spectral properties of planar graphs, Discrete & Computational Geometry, 46 (2011) no. 3, 500-525....
49 NIKA SALIA_ EXTREMAL PROBLEMS IN PLANAR GRAPHS 1:22:04 A survey of Büthe's method for estimating prime counting functions 39:09 Examples of well-behaved Beurling number systems 1:16:36 MIKOLAJ FR_CZYK_ DENSITY CONJECTURE FOR HORIZONTAL FAMILIES OF LATTICES 1:04:27 Twisted moments of ...
A Characterization of Planar Oriented Graphs The term "minimal nonplanar subgraph" of a graph G refers to a nonplanar subgraph N of G having the property that each proper subgraph of N is planar. A we... JW Ulrich - 《Siam Journal on Applied Mathematics》 被引量: 11发表: 1970年 加载...
M. Keller, N. Peyerimhoff, Geometric and spectral properties of locally tessel- lating planar graphs, arXiv:0805.1683v1 (2008).Geometric and spectral properties of locally tessellating planar graphs - Keller, Peyerimhoff - 2008 () Citation Context ... vertex is of degree p and every face ...
Properties of continuous functions with monotone graph (considered as a planar set) are investigated. It is shown, for example, that such a function can be almost nowhere differentiable, but must be differentiable at a dense set, and that the Hausdorff dimension of the graph of such a ...
Some combinatorial properties of two planar Euclidean proximity graphs, the relatively closest graph and the modified Gabriel graph, are derived. Similar properties are already known for related graphs—the relative neighborhood graph and the Gabriel graph. We also compare analogous properties of several...
aClustering works well on planar graphs.hierarchy 成群在平面graphs.hierarchy很好运作 [translate] a坏的情绪会影响同事间的互相交流 The bad mood can affect mutual exchange between colleague's [translate] a那里有大象训练营 There has the elephant training battalion [translate] aThe National Basketball ...
Unlike previous approaches, our study is not based on the assumption that road networks are planar graphs. Indeed, based on the a number of experiments we have performed on the road networks of the 50 United States and District of Columbia, we provide strong empirical evidence that road ...
We report on phenomena observed in planar integrated networks obtained connecting superconducting island by Josephson tunnel junctions. These networks, identifiable as tree-like graphs, have branches consisting of series arrays of Josephson junctions which can be individually current biased and characterized....
Farey graphs are simultaneously small-world, uniquely Hamiltonian, minimally 3-colorable, maximally outerplanar and perfect. Farey graphs are therefore famous in deterministic models for complex networks. By lacking of the most important characteristics of scale-free, Farey graphs are not a good model...