主要论文:
12. Yongjiang Duan, Xiang Fang and Na Zhan, Almost sure convergence of the norm of Littlewood polynomials, Canadian Mathematical Bulletin, 67(3), 872-885, 2024.
11.Yongjiang Duan, Xiang 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.
9. Min Dong, Yongjiang Duan, Siyu Wang, Toeplitz operators between Bergman–Orlicz spaces, Annals of Functional Analysis,14, No. 3, Paper No. 62, 24pp, 2023.
8. 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.
7. 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.
6. Yongjiang Duan, Kunyu Guo, Siyu Wang, Zipeng Wang,, Toeplitz operators on weighted Bergman spaces induced by a class of Radial weights, The Journal of Geometric Analysis, 32(2), Paper No.39, 29pp, 2022.
5. Yongjiang Duan, Tingting Qi, Weakly k-hyponormal and polynomially hyponormal commuting operator pairs,Sci. China Math., 58(2), 405-422, 2015.
4. Jie Cui, Yongjiang Duan, Berger measure for S(a,b,c,d), J. Math. Anal. Appl.,413(1),202-211, 2014.
3. Yongjiang Duan, Kunyu Guo, Dimention formula for localization of Hilbert modules, J. Operator Theory, 62(2), 439-452, 2009.
2. Yongjiang Duan, Quasi-homogeneous Hilbert Modules, Integr. Equ. Oper. Theory 58(3), 301-314, 2007.
1. Kunyu Guo, 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.