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[15]X.?Li, S.?Zhou,X. Xu,L.?Lin, D.?Wang. The reliability analysis based on subsystems of (n, k)-star graph,IEEE Transactions on Reliability?65(4)(2016) 1700--1709.(SCI)[14] L.?Lin, L.?Xu, D.?Wang, S.?Zhou, The g-good-neighbor conditional diagnosability of arrangement graphs,IEEE Transactions on Dependable and Secure ComputingDOI:?10.1109/TDSC.2016.**.?(SCI)[13]L.?Lin, L.?Xu, S.?Zhou, S.-Y.?Hsieh, The t/k-diagnosability for regular networks,IEEE Transactions on Computers?65(2016)3157--3170..(SCI)[12]S.?Zhou, S.?Song, X.?Yang, L.?Chen, On conditional?fault?tolerance and diagnosability of hierarchical cubic networks,Theoretical Computer Science609(2016) 421--433.(SCI)[11]S.?Song,?S.?Zhou, X.?Li, Conditional diagnosability of burnt pancake networks under the PMC model,The Computer Journal59(1)(2016) 91--105.(SCI)[10]S.?Zhou, L.?Lin, L.?Xu, D.?Wang, The t/k-diagnosability of star graph networks,IEEE Transactions on Computers?62(2)(2015) 547-555.(SCI)[9]L.?Lin, S.?Zhou, L.?Xu, D.?Wang, The extra connectivity and conditional diagnosability of alternating group networks,IEEE Transactions on Parallel and Distributed Systems26(8)(2015) 2352--2362.?(SCI)[8]L.?Lin, S.?Zhou, L.?Xu, D.?Wang, Conditional diagnosability of arrangement graphs under the PMC model,Theoretical Computer Science?548 (2014) 79--97.(SCI)[7]S.?Zhou, J.-M.?Xu, Fault?diagnosability?of arrangement?graphs,Information Sciences?246 (2013) 177--190.?(SCI)[6]X.?Yang, S.?Zhou, On conditional fault tolerant of dual-cubes,International Journal of Parallel, Emergent and Distributed Systems?28(3) (2013) 199--213.(EI)[5]Shuming Zhou, The conditional fault diagnosability of (n, k)-star graphs£¬Applied Mathematics and Computation?218 (2012) 9742--9749.?(SCI)[4]S.?Zhou, J.-M.?Xu,?Conditional fault tolerance of arrangement graphs,Information Processing Letters?111?(2011) 1037--1043.(SCI)[3]S.?Zhou, W.?Xiao, B. Parhami, Construction of vertex-disjoint paths in alternating group networks,The Journal of Supercomputing54(2010) 206--228.?(SCI)[2]S.?Zhou, N.?Du, B.?Chen, A new family of interconnection networks of odd degree,Journal of Parallel and Distributed Computing?66(2006) 698--704.(SCI)[1]S.?Zhou, H.?Xu, W.?Xiao, A unified formulation of kautz network and generalized hypercube,Computers & Mathematics with Applications?49 (2005) 1403--1411.?(SCI)

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