作者 |
论文 |
单丽, 郑海标 |
Li. Shan* and H. B. Zheng, Partitioned time stepping method for fully evolutionary Stokes-Darcy flow with Beavers-Joseph interface conditions, SIAM Journal on Numerical Analysis, 51( 2): 813-839, 2013 |
单丽, W.J.Layton, 郑海标 |
Li. Shan*, W.J. Layton and H.B. Zheng, Numerical analysis of modular VMS methods with nonlinear eddy viscosity for the Navier-Stokes equations, International Journal of Numerical Analysis and Modeling, 10(4): 943-971, 2013 |
单丽, 郑海标,W.J.Layton |
Li. Shan*, H. B. Zheng and W. J. Layton, A decoupling method with different subdomain timesteps for non-stationary Stokes-Darcy model, Numerical Methods for Partial Differential Equations, 29(2): 549-583, 2013 |
谷敏强, 刘智斌,程贞敏 |
基于双蕴涵的模糊推理模型,应用数学学报 |
李健, Piotr Oprocha |
On n-scrambled tuples and distributional chaos in a sequence, J. Difference Eq. Appl., 19 (2013), no. 6, 927--941. |
李健, Piotr Oprocha |
Shadowing property, weak mixing and regular recurrence, J. Dyn. Differ. Equ., 25 (2013), no. 4, 1233-1249 |
林福荣, 鲁鑫(2),金小庆(3) |
Sinc Nystrom Method for Singularly Perturbed Love's Integral Equation, East Asian Journal on Applied Mathematics, 3:1 (2013), pp. 48-58. |
林福荣, 杨海霞(2) |
A fast stationary iterative method for a partial integro-differential equation in pricing options, Calcolo, 50:4 (2013), pp. 313—327. |
娄增建, X. Liu |
Weighted Composition Operators on Weighted Dirichlet Spaces, Acta Mathematica Scientia 33B(2013), No.4,1119-1126. |
娄增建, J Liu, Ajay K. Sharma |
Weighted differentiation composition operators to Bloch spaces, Abstract and Applied Analysis,2013, Article ID 151929, 9 pages |
谭超强 |
Boundedness of classical Calderón-Zygmund convolution operators on product Hardy space(Math. Res. Lett. 20 (2013), no. 3, 591–599) |
韦才敏, Shen P, Huang X |
Shen P,Wei CM, Huang X.Single-machine scheduling problems with an actual time-dependent deterioration.Applied Mathematical Modelling, 2013,37(7):5555-5562. |
乌兰哈斯, Zhou, J. |
QK and Morrey type spaces, Ann. Acad. Sci. Fenn. Math. 38(2013), 193-207. |
徐斐 |
Tensor structure on kC-mod and cohomology , Proceedings of the Edinburgh Mathematical Society 56 (2013), 349-370. (2009 Skye Conference Proceedings) |
杨守志, Youfa Li, Dehui Yuan |
Bessel multiwavelet sequences and dual multiframelets in Sobolev spaces, Adv Comput Math, 2013, 38: 491–529 |
杨守志, D.H.Yuan,Y.Feng,Y.F.Shen |
On explicit solutions to a polynomial equation and its applications to constructing wavelets, J. Comput. Anal. Appl., 2013,15(6): 1015-1025 |
杨守志, Yan Feng, Youfa Li, Yanfeng Shen |
Construction of nonseparable symmetric tight wavelet frames of L2(Rn), J. Comput. Anal. Appl., 2013,(15)2: 300-307 |
杨守志, D.H.Yuan, X.W.Zheng, Y.F.Shen |
New Proof for Balian-Low Theorem of Nonlinear Gabor System,Journal of Function Spaces and Applications, Volume 2013, Article ID 530172, 7 pages |
杨忠强 |
International Conference on Topology |
杨忠强, Hu shaorui, Wei Guo |
Topological structures of the space of continuous functions on a non-compact space with the Fell topology. Topology Proc. 41 (2013), 17–38. |
杨忠强, Na Wu |
Continuous function space on non-compact space,Advances in Mathematics (CHINA),42(2013),No. 4, 535-541 |
叶瑞松, Yuanlin Ma(2) |
A Secure and Robust Image Encryption Scheme Based on Mixture of Multiple Generalized Bernoulli Shift Maps and Arnold Maps, I. J. Computer Network and Information Security, 2013, 5(7), 21-33 |
叶瑞松 |
A Highly Secure Image Encryption Scheme using Compound Chaotic Maps, Journal of Emerging Trends in Computing and Information Sciences, 2013, 4(6), 532-544 |
叶瑞松, Weichuang Guo (2) |
A Chaos-based Image Encryption Scheme Using Multimodal Skew Tent Maps, Journal of Emerging Trends in Computing and Information Sciences, 2013, Vol. 4, No.10, 800-810 |
叶瑞松, Rong Fu, Shaojun Zeng, Chuting Lai, Junming Ma |
Image Encryption Using Keystreams Dependent on Plain-images, Proceedings of the 3rd International Conference on Multimedia Technology, 747-754 |
余成杰 |
A Liouville Property of Holomorphic Maps, The Scientific World Journal,2013,Article ID 265752,2013 |
余成杰 |
A Note on Wu-Zheng’s Splitting Conjecture, Proceeding of the American Mathematical Society,141,no. 5, 1791-1793,2013 |