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h-extra r-component connectivity of interconnection networks with application to hypercubes
Theoretical Computer Science, 2021Bi Li, Yongcui Tian, Xin Zhang
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Extra (component) connectivity and diagnosability of bubble sort networks
Theoretical Computer Science, 2023Shuming Zhou
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Component diagnosability in terms of component connectivity of hypercube-based compound networks
Journal of Parallel and Distributed Computing, 2022Shuming Zhou, Dajin Wang
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Connected Components and Dimension
2019We shall shortly show that a non-empty compact Hausdorff space X is zero-dimensional iff X is totally disconnected. Recall that \( \mathop {\mathrm {comp}} \nolimits (x)\), the (connected) component of a point x ∈ X, is the union of all connected subspaces of X that contain x. The intersection of all clopen sets of X that contain x, denoted here by \( \
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Component connectivity of augmented cubes
Theoretical Computer Science, 2023Shuming Zhou, Eddie Cheng
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The component (edge) connectivity of shuffle-cubes
Theoretical Computer Science, 2020Pingshan, Li
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Component edge connectivity of hypercube-like networks
Theoretical Computer Science, 2022Pingshan, Li
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Relationship between extra edge connectivity and component edge connectivity for regular graphs
Theoretical Computer Science, 2020Rong-Xia Hao, Mei-Mei Gu, Jou-Ming Chang
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Component connectivity of the data center network DCell
Applied Mathematics and Computation, 2023Jixiang Meng
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