[1] Xia Zhou, Yanfang Tang, Jun Cheng, Jinde Cao, Changfeng Xue, Dong Yan, Nonstationary quantized control for discrete-time Markov jump singularly perturbed systems against deception attacks, Journal of the Franklin Institute, 2021,358,2915-2932.
[2] Xia Zhou, Jun Cheng, Jinde Cao, Ju H.Park, Event-based asychronous dissipative filtering for fuzzy nonhomogeneous Markov switching systems with variable packet dropouts, Fuzzy Sets and Systems, https://doi.org/10.1016/j.fss.2021.04.005.
[3] Xia Zhou, Dongpeg Zhou, Xiu Liu, Jinde Cao, Changfeng Xue, Delayed impulsive SDEs driven by multiplicative fBm noise and additive fBm noise, Mathematical Methods in the Applied Sciences, https://doi.org/10.1002/mma.7721.
[4] Yuyan Wu, Jun Cheng, Xia Zhou, Jinde Cao, Mengzhuo Luo, Asynchronous filtering for nonhomogeneous Markov jumping systems with deception attack, Applied Mathematics and Computation,2021,394,125790.
[5] Xia Zhou, Jun Cheng, Jinde Cao, Minvydas Ragulskis, Asynchronous dissipative filtering for nonhomogeneous Markov switching neural networks with variable packet dropouts, Neural Networks,2020,130,229-237.
[6] Bo Wang, Jun Cheng, Xia Zhou, A multiple hierarchical structure strategy to quantized control of Markovian
switching systems,Applied Mathematics and Computation,373 (2020)1-10. (SCI一区)
[7]Yongxiang Mo,Yonghong Liu, Xia Zhou,Quasi sure local chung's functional law of the iterated logarithm for
increments of a Brownian motion,数学杂志（英文版),2020，40（2）：155-164.（核心）
[8]胡倩倩，周霞,混合分数Brown运动环境下具有时变参数的再装期权定价，十大网赌博正规信誉网址学报，2020，40（2）：159-165.（核
心）
[9]刘永宏、刘建国、周霞, lp-值Wiener过程增量在Holder范数下的局部Strassen重对数律,应用数学,2020，33（1）：256-262.（核
心）
[10] Xia Zhou, Dongpeng Zhou,Shouming Zhong, Existence and exponential stability in the pth moment for impulsive
neutral stochastic integro-differential equations driven by mixed fractional Brownian motion,Journal of
Inequalities and Applications, 262(2019) 1-19. (SCI三区)
[11] Ruimei Zhang, Deqiang Zeng, Ju H. Park,Shouming Zhong,Yajuan Liu, Xia Zhou, New approaches to stability analysis
for time-varying delay systems,Journal of the Franklin Institute 356 (2019) 4174–4189. (SCI二区)
[12],周 霞，涂 伟，刘 聪，程英杰,基于日涨跌率推动的股指序列建模和实证分析，十大网赌博正规信誉网址学报，2019，39（3）：254-
258.（核心）
[13] Xia Zhou*, Xinzhi Liu, Shouming Zhong，Stochastic Volterra Integro-differential Equations Driven by a
Fractional Brownian Motion with Delayed Impulses,31(19)(2017), 5965-5978.(SCI)
[14] Xia Zhou*, Xinzhi Liu, Shouming Zhong，Stability of delayed impulsive stochastic differential equations driven
by a fractional Brown motion with time-varying delay, Advances in Difference Equations, 328(2016) 1-23.(SCI)
[15] Xia Zhou*, Shouming Zhong，Mean square BIBO stability of discrete-time stochastic control systems with delays
and nonlinear perturbations, Filomat, 27 (2013) 1011–1025. (SCI)
[16] Xia Zhou*, Yong Ren, Shouming Zhong, BIBO stabilization of discrete-times stochastic control systems with mixed
delays and nonlinear perturbations, Abstract and Applied Analysis, Volume 2013, Article ID 916357, (2013)1-11.
(SCI)
[17]Xia Zhou*, Shouming Zhong , Yong Ren, Delay -probability- distribution-dependent stability criteria for discrete-
time stochastic neural networks with random delays, Advances in Difference Equations, 314 (2013) 1-18. (SCI)
[18] Xia Zhou*, Shouming Zhong, Coefficient matrix decomposition method and BIBO stabilization of stochastic systems
with time delays, Journal of Applied Mathematics, Volume 2013, Article ID 586095, (2013) 1-9. ( SCI)
[19] Zhou Xia*, Zhong Shouming, Yao Yunfei, Razumikhin technique and BIBO stability of stochastic delay systems with
nonlinear perturbations, Advanced Materials Research, 811 (2013) 613-618.
[20] Xia Zhou*, Shouming Zhong, Riccati equations and delay-dependent BIBO stabilization of stochastic systems
with mixed delays and nonlinear perturbations, Advances in Difference Equations, Volume 2010, Article ID 494607,
(2010) 1-14. (SCI)
[21] Xia Zhou*,Shouming Zhong . Stability analysis for discrete-time stochastic neural networks with mixed time
delays via delay- paritioning, Advanced Materials Research, 228 (2011) 464-470.
[22] Xia Zhou*, Shouming Zhong, Delay- probability- distribution- dependent stability analysis for stochastic neural
networks with mixed time-varying delays: The discretetime case, Advanced Materials Research, 217 (2011)
600-605.
[23] Xia Zhou*,Shouming Zhong, Fixed point and exponential P stability of neutral stochastic delay differential
equations, 数学杂志(英文版) , 31 (2011) 218-226.
[24] Xia Zhou*, Shouming Zhong, Fixed point and asymptotical stability in p-moment of neutral, stochastic
differential equations with multiple delays,数学研究与评论(英文版), 31 (2011) 34-44.
[25] 周霞*, 钟守铭, 具有BIBO稳定的网络系统随机容错设计, 计算机工程与应用, 第49卷,第3期, 26-30页, 2013.
[26] 周霞*, 姚云飞, 钟守铭, 随机时滞控制系统的均方BIBO稳定性，应用数学, 第25卷，第3期, 672-677页, 2012.
[27] 周霞*, 钟守铭, BIBO稳定的网络控制系统的随机容错控制, 小型微型计算机系统, 第3 5卷, 第5期, 1041-1045页, 2014.
[28] 周霞*，钟守铭, 一类概率依赖的随机网络系统的随机容错设计，计算机工程与应用，第50卷, 第9期, 17-21页, 2014.