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Edge metric dimension and mixed metric dimension of planar graph
Throughout this article, \(G\) is a finite, simple, and connected graph with the vertex set \(V\) and the edge set \(E\). The distance between the vertex \(u\) and the edge \(e = vw\) is defined as \(d(u,e) = \min\{d(u,v), d(u,w)\}\). A vertex \(x\) distinguishes two edges \(e_1\), \(e_2\) if \(d(x,e_1)\not=d(x,e_2)\).
Jing Qu, Nanbin Cao
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Further results on the mixed metric dimension of graphs
Discrete Applied MathematicszbMATH Open Web Interface contents unavailable due to conflicting licenses.
Hongbo Hua, Yaojun Chen, Xinying Hua
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On mixed metric dimension of polycyclic aromatic hydrocarbon networks
Chemical Papers, 2022S. Sharma +3 more
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Self-adaption neighborhood density clustering method for mixed data stream with concept drift
Engineering applications of artificial intelligence, 2020Clustering analysis is an important data mining method for data stream. In this paper, a self-adaption neighborhood density clustering method for mixed data stream is proposed.
Shuliang Xu +3 more
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A simple analysis of the mixed-state information metric in AdS3/CFT2
Modern Physics Letters A, 2018We compute the quantum information metrics of a thermal CFT on [Formula: see text] perturbed by the scalar primary operators of conformal dimensions [Formula: see text] = 3, 4, 5, 6.
Xiao-Bao Xu +3 more
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Throttling for metric dimension and its variants
arXiv.orgMetric dimension is a graph parameter that has been applied to robot navigation and finding low-dimensional vector embeddings. Throttling entails minimizing the sum of two available resources when solving certain graph problems.
Boris Brimkov +6 more
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IEEE Transactions on Information Theory
Constant dimension codes (CDCs) are essential for error correction in random network coding. A fundamental problem of CDCs is to determine their maximal possible size for given parameters.
Han Li, Fang-Wei Fu
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Constant dimension codes (CDCs) are essential for error correction in random network coding. A fundamental problem of CDCs is to determine their maximal possible size for given parameters.
Han Li, Fang-Wei Fu
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Mixed Metric Dimension of Some Plane Graphs
Algorithmic Applications in Management, 2022Na Kang, Zhiquan Li, Lihang Hou, Jing Qu
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Ligand-engineered bandgap stability in mixed-halide perovskite LEDs
Nature, 2021Yasser Hassan +2 more
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