[1] Xueying Zhang, Chuanzhou Zhang. BMO-Lorentz martingale spaces. Journal of Inequalities and Applications,2013 (SCI) [2] Xueying Zhang , Chuanzhou Zhang,Atomic Decompositions of Banach Lattice-valued Martingales, Statistics & Probability Letters, 2012. 3,(SCI) [3] Zhang Xueying,Two-Dimensional Maximal Operator of Dyadic Derivative on p-series Field,《数学杂志》, 2012.3 ,(核心) [4] Xueying Zhang , Chuanzhou Zhang,Maximal Operator of Dyadic Derivative on Vilenkin Group,International Conference on Information Science and Technology, March 26-28,2011 Nanjing, Jiangsu ,China (Ei) [5]Xueying Zhang , Chuanzhou Zhang,Weak Orlicz Spaces Generated by Concave Functions, International Conference on Information Science and Technology, March 26-28,2011 Nanjing, Jiangsu ,China (Ei) [6]Zhang Xueying ,Yu Xiaohong, Zhang Chuanzhou, The Boundedness of Two-dimensional Maximal Operator of Dyadic Derivative, 《数学杂志》,2011,vol. 31(No.3):395-400 (核心) [7]Zhang Xueying , Zhang Chuanzhou, Weighted Maximal Function of the Character System of the p-series Field in the Kaczmarz Rearrangement, 《应用泛函分析学报》,2011,Vol.13(No.1):1-6 [8]Zhang Xueying , Zhang Chuanzhou, Inequalities Relative to Vilenkin-Like System, 《数学研究与评论》,2009,vol.29(No.3):463-470 (核心) [9]. Zhang Xueying, 提升格式下几种去噪方法的比较 , 《数学杂志》,2006,vol .26(No.6):701-705 (核心) [10] Zhang Chuanzhou , Zhang Xueying. 《 Two-dimensional maximal operator of dyadic derivative on Vilenkin martingale spaces》Acta Mathematica Scientia 2013,33B(1):279–289 (SCI) [11] Zhang Chuanzhou, Zhang Xueying . 《Two–Parameter Sunouchi Operator with respect to Character System of p–Series Field in the Kaczmarz Rearrangement》. Mathematical Inequalities & Applications, 2012,15 (1): 37–48. (SCI) [12].张传洲,张学英,<p-级数域重排特征系统和> ---数学物理学报 2009,29(6):1623-1633,(SCI) [13].Zhang Chuanzhou and Zhang Xueying,< Weighted Average of Dirichlet Kernels for two-dimensional Vilenkin-like Systems>,中国科学,2010,40(6):593-602. (核心) [14] 张传洲,张学英.《加权测度下 Banach 格值鞅的原子分解》. 中国科学,2012, 42 (1):81-89. |