1. Yongjiang Duan, Junhan Hong* and Kehe Zhu, Balayage for Weighted Bergman Spaces, Potential Analysis, 64(2026)， Paper No. 51.
2. Na Zhan, Yongjiang Duan* and Xiang Fang, A family of log-Bergman spaces (I): embedding problems and Littlewood-type theorems, Banach J. Math. Anal., 20 (2026), no. 1, Paper No. 8.
3. Yongjiang Duan, Xiang Fang and Jiaqi Ni*, Billard's property over the infinite‐dimensional polydisc, Bull. London Math. Soc., 57 (2025), no. 12, 3768-3782.
4. Min Dong, Yongjiang Duan*, Kunyu Guo and Siyu Wang, Embedding theorems for weighted Bergman–Orlicz spaces induced by doubling weights, Math. Z., 311(2025), Paper No.73.
5. Min Dong, Yongjiang Duan and Sawlet Junis*, Schatten class Toeplitz operators on weighted harmonic Bergman spaces induced by doubling weights, Ann. Funct. Anal., 16 (2025), no.3, Paper No. 56, 26 pp.
6. Yongjiang Duan, Yufei Li* and Javad Mashreghi, Reproducing kernel functions and boundary limits in model spaces, Pacific J. Math., 337 (2025), no. 2, 225–244.
7. Yongjiang Duan, Sawlet Junis and Na Zhan*, Bergman projection and Toeplitz operators on weighted harmonic Bergman spaces induced by doubling weights, Acta Math. Sci. Ser. B (Engl. Ed.), 45 (2025), no.4, 1497–1513.
8. Yongjiang Duan, Xiang Fang and Na Zhan*, Almost sure convergence of the norm of Littlewood polynomials, Canadian Mathematical Bulletin, 67(3), 872-885, 2024.
9. Yongjiang Duan, iang Fang and Na Zhan*, A characterization of random analytic functions satisfying Blaschke-type conditions, Canadian Mathematical Bulletin, 67(3), 670-679, 2024
10. Yongjiang Duan, J. Rattya, Siyu Wang*, Fanglei Wu, Two weight inequality for Hankel form on weighted Bergman spaces induced by doubling weights, Adv. Math., 431, Paper No. 109249, 47pp, 2023.
11. Min Dong, Yongjiang Duan*, Siyu Wang, Toeplitz operators between Bergman–Orlicz spaces, Ann. Funct. Anal., 14, No. 3, Paper No. 62, 24pp, 2023.
12. Yongjiang Duan, Siyu Wang*, Zipeng Wang, Volterra-Type Integration Operators Between Weighted Bergman Spaces and Hardy Spaces, Computational Methods and Function Theory, 23(4), 589–627, 2023.
13. Yongjiang Duan, Kunyu Guo, Siyu Wang*, Zipeng Wang, Toeplitz operators on a class of radially weighted harmonic Bergman spaces，Potential Analysis, 59, 1621–1641, 2023.
14. Yongjiang Duan，Kunyu Guo, Siyu Wang and Zipeng Wang, Toeplitz operators on weighted Bergman spaces induced by a class of Radial weights, J. Geom. Anal., 32, 39(2022).
15. Yongjiang Duan，Shihao Pang and Siyu Wang, Propagation phenomena for mono-weakly hypo normal operator pairs, Operator and Matrices，Vol.13(1),155-168, 2019.
16. Yongjiang Duan and Jiaqi Ni, Subnormality of S_2(a,b,c,d) and its Berger measure， Bull. Korean Math. Soc., Vol.53(3), 943-957, 2016.
17. 段永江，李宇飞,加权Bergman空间A^p_alpha上复合算子本质范数的定量估计,中国科学:数学，46卷3期，285-300, 2016.
18. Yongjiang Duan and Tingting Qi, Weakly k-hyponormal and polynomially hyponormal commuting operator pairs, Sci. China Math., 58(2), 405-422, 2015.
19. Jie Cui and Yongjiang Duan*, Berger measure for S(a,b,c,d), J. Math. Anal. Appl., 413(1), 202-211, 2014.
20. Yongjiang Duan, Quotient modules for some Hilbert modules over the bidisk, J. Math. Anal. Appl., 366(2), 486-493, 2010.
21. Yongjiang Duan and Kunyu Guo, Dimention formula for localization of Hilbert modules, J. Operator Theory, 62(2),439-452, 2009.
22. Yongjiang Duan，Quasi-homogeneous Hilbert Modules,Integr. Equ. Oper. Theory，58(3), 301-314, 2007.
23. Kunyu Guo and Yongjiang Duan, Spectral properties of quotients of Beurling-type submodules of the Hardy module over the unit ball, Studia Math., 177(2), 141-152, 2006.