Citations (11)
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Eddie Cheng, Yaping Mao, Ke Qiu & Zhizhang Shen. (2022) A general approach to deriving diagnosability results of interconnection networks*. International Journal of Parallel, Emergent and Distributed Systems 37:4, pages 369-397.
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Eddie Cheng, Ke Qiu & Zhizhang Shen. (2020) The g-extra diagnosability of the generalized exchanged hypercube. International Journal of Computer Mathematics: Computer Systems Theory 5:2, pages 112-123.
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Yunxia Ren & Shiying Wang. (2020) A short note on strong local diagnosability property of exchanged hypercubes under the comparison model. International Journal of Parallel, Emergent and Distributed Systems 35:1, pages 9-15.
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Dongfang Zhou, Jianxi Fan, Jingya Zhou, Yan Wang & Baolei Cheng. (2018) Diagnosability of the exchanged crossed cube. International Journal of Computer Mathematics: Computer Systems Theory 3:2, pages 53-63.
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Articles from other publishers (7)
Weibei Fan, Fu Xiao, Jianxi Fan, Zhijie Han, Lijuan Sun & Ruchuan Wang. (2023) Fault-Tolerant Routing With Load Balancing in LeTQ Networks. IEEE Transactions on Dependable and Secure Computing 20:1, pages 68-82.
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Yihong Wang, Jianxi Fan, Xueli Sun, Baolei Cheng & Yan Wang. (2022) Fault-tolerability of the hypercube and variants with faulty subcubes. Journal of Parallel and Distributed Computing 167, pages 148-156.
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Shunzhe Zhang, Huiqing Liu & Xiaolan Hu. (2019) Hybrid fault diagnosis capability analysis of triangle-free graphs. Theoretical Computer Science 799, pages 59-70.
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QIULI LI & WANTAO NING. (2019) Matching Preclusion for Exchanged Hypercubes. Journal of Interconnection Networks 19:03, pages 1940008.
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Eddie Cheng, Ke Qiu & Zhizhang Shen. (2019) A general approach to deriving the g-good-neighbor conditional diagnosability of interconnection networks. Theoretical Computer Science 757, pages 56-67.
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Yulong Wei & Min Xu. (2018) The 1, 2-good-neighbor conditional diagnosabilities of regular graphs. Applied Mathematics and Computation 334, pages 295-310.
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Huiqing Liu, Xiaolan Hu & Shan Gao. (2018) The g-good neighbor conditional diagnosability of twisted hypercubes under the PMC and MM* model. Applied Mathematics and Computation 332, pages 484-492.
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