Journal Publications

• [1]Lian Wu*, Xingyan Quan, Yong Jiao.Burkholder's inequalities associated with Orlicz functions in rearrangement invariant spaces[J].Mathematische Zeitschrift
• [2]Yong Jiao, Lian Wu*, Yahui Zuo.Endpoint estimates of positive operators in a filtered measure space.Archiv der Mathematik
• [3]Yong Jiao, Ciqiang Zhuo, Dejian Zhou, Lian Wu.Riesz transform characterizations of varable Hardy-Lorentz spaces[J].Rev. Mat. Complut.
• [4]Yong Jiao, Dejian Zhou, Lian Wu.Modular inequalities in martingale Orlicz-Karamata spaces[J].Mathematische Nachrichten
• [5]Narcisse Randrianantoanina, Lian Wu.Noncommutative Burkholder/Rosenthal inequalities associated with convex functions[J].Ann. Inst. Henri Poincaré Probab. Stat., 2017, 53 (4)
• [6]Yong, Lian; Jiao, Dejian; Wu, Zhou.Martingale weak Orlicz–Karamata–Hardy spaces associated with concave functions.J. Math. Anal. Appl., 2017, 456 (1) : 543-562..
• [7]Rui, Anming; Yi, Lian; Yang, Yong; Wu, Jiao.The predual and John-Nirenberg inequalities on generalized BMO martingale spaces.Trans. Amer. Math. Soc., 2017, 369 (1) : 537-553..
• [8]Lian, Wu.Multipliers for noncommutative Walsh-Fourier series.Proc. Amer. Math. Soc., 2016, 144 (3) : 1073-1085..
• [9]Lian, Narcisse; Wu, Randrianantoanina.Noncommutative fractional integrals.Studia Math., 2015, 229 (2) : 113-139..
• [10]Yong, Zhiwei; Jiao, Lian; Hao, Wu.John-Nirenberg inequalities with variable exponents on probability spaces.Tokyo J. Math., 2015, 38 (2) : 353-367..
• [11]Lian, Narcisse; Wu, Randrianantoanina.Martingale inequalities in noncommutative symmetric spaces.J. Funct. Anal., 2015, 269 (7) : 2222-2253..
• [12]Lihua, Lian; Peng, Yong; Wu, Jiao.Weak Orlicz-Hardy martingale spaces.Internat. J. Math., 2015, 26 (8) : 1550062, 26 pp..
• [13]Yong, Lian; Jiao, Rui; Wu, Yi.New John-Nirenberg inequalities for martingales.Statist. Probab. Lett., 2014, 86: 68-73..
• [14]Mihai, Lian; Popa, Yong; Wu, Jiao.Operator-valued martingale transforms in rearrangement invariant spaces and applications.Sci. China Math., 2013, 56 (4) : 831-844..