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Paired Domination Vertex Critical Graphs
ISSN号:0911-0119
期刊名称:Graphs and Combinatorics
时间:0
页码:453-459
语言:英文
相关项目:网络中若干图论问题研究
作者:
Hou, Xinmin|Edwards, Michelle|
同期刊论文项目
网络中若干图论问题研究
期刊论文 80
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The total domination and total bondage numbers of extended de Bruijn and Kautz digraphs
The bondage numbers of graphs with small crossing numbers
Fault diameter of product graphs
On super edge-connectivity of Cartesian product graphs
The forwarding indices of augmented cubes
Fault-tolerant pancyclicity of augmented cubes
A new upper bound on forwarding index of graphs
The restricted edge-connectivity of de Bruijn undirected graphs
On Distance Connected Domination Numbers of Graphs
Total domination of Cartesian products of graphs
星图S4的交叉数
关于局部扭立方体的反馈数
Survey on path and cycle embedding in some networks
Fault-tolerant panconnectivity of augmented cubes
Probabilistic analysis of upper bounds for 2-connected distance k-dominating sets in graphs
The Forwarding Indices of Wrapped Butterfly Networks
Reinforcement numbers of digraphs
A new class of transitive graphs
Bipanconnectivity of Cartesian product graphs
Feedback Numbers of De Bruijn Digraphs
Domination and Total Domination Contraction Numbers of Graphs
Super and Restricted Connectivity of Some Interconnection Networks
Connectivity and super- connectivity of Cartesian product graphs
Algebraic properties and Panconnectivity of Folded Hypercubes
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Panconnectivity of Cartesian Product Graphs
Connectivity of lexicographic product and direct product of graphs
Bounds on Feedback Numbers of de Bruijn Graphs
The critical group of $K_m\times C_n$
The critical group of $C_4\times C_m$
(n,2n)-dominating numbers of undirected toroidal mesh C(3,3,...,3)
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强乘积图的连通度和边连通度(英文)
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Weakly Edge-Pancyclicity of Locally Twisted Cubes
Restricted edge-connectivity of de Bruijn digraphs
The super connectivity of augmented cubes
Distance domination-critical graphs
The bondage numbers and efficient dominations of vertex-transitive graphs
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A characterization of (2 gamma, gamma(p))-trees
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超环面图上的约束数
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Bipartite Graphs Kn,n+r- A ( |A| 〈 3) Determined by Their Cycle LengthDistributions
(n, 2n)-Dominating Numbers of Undirected Toroidal Mesh C(3,3,...,3)