汕头大学主页|汕头大学工学院|English Vision
  联系信息

邮件:zfan@stu.edu.cn

地址:广东省汕头市大学路243号汕头大学科学楼

邮编:515063

 
学术团队
叶瑞松
教授,硕士生导师
叶瑞松,博士,教授 E-mail:rsye@stu.edu.cn
 

研究方向

分歧理论及其数值计算;分形混沌及其应用;图像信息加密、隐藏、水印技术研究

 

学习经历

1986.09--1990.06,上海科技大学数学系,计算数学专业,理学学士

1990.09--1995.03,上海大学数学系,计算数学专业,理学博士

 

工作经历

1995.03--1997.12,汕头大学数学研究所,讲师

1997.12--2003.12,汕头大学数学研究所,副研究员

2003.12--至今,汕头大学数学系,教授

 

叶瑞松,男,1968年出生,博士,教授,硕士研究生导师。现任广东省数学学会和计算数学学会理事, 广东省工业与应用数学学会理事,国际期刊International Journal of Image, Graphics and Signal Processing副主编。 1995年博士毕业于上海大学计算数学专业,获理学博士学位。毕业后到汕头大学数学系工作,2003年晋升为教授。主要研究领域包括分歧理论及其数值计算;分形混沌及其应用;图像信息加密、隐藏、水印技术等研究。主持承担国家和广东省自然科学基金项目多项。 发表学术论文150多篇,论文发表于《J. Comput. Phys.》, 《Computers & Graphics》,《J. Comput. Math.》,《Appl. Math. & Mech.》,《Chaos, Solitons & Fractals》,《Optics Communications》,《Fundamenta Informaticae》等国内外重要学术刊物,其中被SCI、EI收录50多篇。

 

部分论文著作

[1] Ruisong Ye and Zhonghua Yang, The computation of symmetry-breaking bifurcation points in Z2×Z2- symmetric nonlinear problems,  Appl. Math.--JCU, 1995, 10(2), 179-194.

[2] Ruisong Ye,  Zhonghua Yang and Arshad Mahmood, Extended systems for multiple s-breaking turning points in Z2×Z2-symmetric nonlinear problems, Numer. Math.--JCU, 1995,4(2), 119-132.

[3] Ruisong Ye and Zhonghua Yang, Double s-breaking cubic turning points and their computations, J. Comput Math., 1996, 14(1), 8-22.

[4] Zhonghua Yang and Ruisong Ye, A numerical method for solving nonlinear singular problems and application to bifurcation problems, Proc. of the First World Congress of  Nonl. Analysts’92, Tampa, Florida, 1992, 1619-1626, Walter de Gruyter, New York, 1996.

[5] Zhonghua Yang and Ruisong Ye, Symmetry-breaking and bifurcation study on the laminar flows through curved pipes with a circular cross section, J. Comput. Phys., 1996, 127,73-87.

[6] Zhonghua Yang and Ruisong Ye, Double high order s-breaking bifurcation points and their numerical determination, Appl. Math. & Mech. 1996, 17(7), 633-646.

[7] Ruisong Ye and Zhonghua Yang, Classification of simple high order symmetry-breaking bifurcations and their computation, J. Shanghai University, 1997, 1(3), 174-183.

[8] Ruisong Ye, The numerical computation of symmetry breaking Takens-Bogdanov points, Appl. Math --JCU, 1997, 12(2), 195-204.

[9] Zhonghua Yang, Arshad Mahmood, Ruisong Ye, Fully discrete nonlinear Galerkin methods for Kuramoto-Sivashinsky equation and their error estimates, Journal of Shanghai University, 1997, 1(1), 20-27, 1997.

[10] Ruisong Ye, A splitting iteration method for double X0-breaking bifurcation points, J. Comput. Math., 1998,16(3), 267-274.

[11] Ruisong Ye, A new approach for the computation of double symmetry-breaking turning points, Numer. Math.--JCU, 1998, 7(1), 38-44.

[12] Ruisong Ye, A new approach for the computation of Hopf bifurcation points, Appl. Math. & Mech., 2000, 21(11), 1300-1307.

[13] Ruisong Ye, Another choice for orbit traps to generate artistic fractal images, Computers & Graphics, 2002, 26(4),629-633. 

[14] Ruisong Ye, Yuru Zou, Jian Lu, Fractal tiling with the extended modular group, Lecture Notes in Computer Science, 2004, Vol. 3314, 286-291.

[15] Ruisong Ye, Visualization of the extended modular group from iterated function systems, Proceedings of Computer Graphics, Imaging and Vision 2005, pp. 86-91

[16] Ruisong Ye, Chaotic attractors with symmetries of the triangle groups, Proceedings of Computer Graphics International 2005, pp. 94-99

[17] Jian Lu, Yuru Zou, Zhongxing Ye and Ruisong Ye, Orbit trap rendering methods for generating artistic images with crystallographic symmetries, Computers & Graphics, 2005, 29, 787-794.

[18] Ruisong Ye, Jian Ma, Huiliang Li, Symmetric Tiling Patterns with the Extended Picard Group in Three-dimensional Space, Lecture Notes in Computer Science, 2006, Vol. 4035, pp. 486-493.

[19] Yuru Zou, Jian Lu, Wenxia Li and Ruisong Ye, Orbit trap rendering method for generating artistic images with cyclic or dihedral symmetry, Computers and Graphics, 2006, 30, 471-474.

[20] Haiyong Liao, Ruisong Ye, A Novel Digital Image Watermarking Approach Based on Image Blocks Similarity, Proceedings of the 2008 International Congress on Image and Signal Processing, 2008, Vol. 5, pp. 626-630.

[21] Ruisong Ye, Huiliang Li, A Novel Image Scrambling and Watermarking Scheme Based on Cellular Automata, Proceedings of the 2008 International Symposium on Electronic Commerce and Security, 2008, pp. 938-941. 

[22] Jian Lu, Zhongxing Ye, Yuru Zou, Ruisong Ye, An enhanced fractal image denoising algorithm, Chaos, Solitons and Fractals, 2008, 38(4), 1054-1064.

[23] Ruisong Ye, A novel digital image hiding scheme based on matrix decomposition, Proceedings of the 2009 International Forum on Information Technology and Application, 2009, pp. 147-150.

[24] Ruisong Ye, A novel digital image scrambling and watermarking scheme based on orbits of Arnold transform, Proceedings of the 2009 Pacific-Asia Conference on Circuits, Communications and System, 2009, pp. 485-488.

[25] Ruisong Ye, Huiqing Huang, A Novel Image Shuffling and Watermarking Scheme Based on Standard Map, Proceedings of 2009 International Conference on Information Engineering and Computer Science, 2009, pp. 832-835.

[26] Ruisong Ye, Leyi Zhuang, The application of an improved Baker map in image scrambling and watermarking, Proceedings of the Third International Symposium on Information Processing, 2010, 238-242.

[27] Ruisong Ye, Huiqing Huang, Application of the Chaotic Ergodicity of Standard Map in Image Encryption and Watermarking, I. J. Image, Graphics and Signal Processing, 2010, 2(1), 19-29.   

[28] Liebin Yan, Ruisong Ye, Image Encryption Using Novel Mappings over GF(), Studies in Mathematical Sciences, 2011, 2(1), 96-106.

[29] Ruisong Ye, Songxian Wu, Application of Chaotic Ergodicity in Image Encryption and Watermarking, Proceedings of Mechanic Automation and Control Engineering , 2011, pp. 7196-7199.

[30] Ruisong Ye, An image encryption scheme with efficient permutation and diffusion processes, Communications in Computer and Information Science, 2011, Vol. 202, pp. 32-39. 

[31] Ruisong Ye,  A novel chaos-based image encryption scheme with an efficient permutation-diffusion mechanism, Optics Communications, 2011, 284, pp. 5290-5298.

[32] Ruisong Ye, Wei Zhou, An Image Encryption Scheme Based on 2D Tent Map and Coupled Map Lattice, International Journal of Information and Communication Technology Research, 2011, 1(8), 344-348.

[33] Ruisong Ye, Haiying Zhao, Control of 3D Julia Sets Generated by Commutative Hypercomplex Dynamical Systems, Advances in Computer Science and its Applications, 2012, 1, 21-25.

[34] Leyi Zhuang, Ruisong Ye, A Wavelet-tree-based Watermarking Method with 3D Hilbert Scanning Preprocessing, Advances in Computational Mathematics and its Applications, 2012, 1, 34-39.

[35] Ruisong Ye, Huiliang Li, Self-similar Patterns in Three-dimensional Space Generated by Cellular Automata, Advances in Digital Multimedia, 2012, 1, 34-36.

[36] Ruisong Ye, Leyi Zhuang, Baker Map's Itinerary Based Image Scrambling Method and Its Watermarking Application in DWT Domain, I. J. Image, Graphics and Signal Processing, 2012, 4(1), 12-20.

[37] Ruisong Ye, Wei Zhou, A Chaos-based Image Encryption Scheme Using 3D Skew Tent Map and Coupled Map Lattice, I. J. Computer Network and Information Security, 2012, 4(1), 38-44.

[38] Ruisong Ye, Yonghong Chen, A novel image encryption scheme based on the ergodicity of baker map, Proceedings of SPIE, 2012, Volume 8335.

[39] Ruisong Ye, Wei Zhou, Haiying Zhao, An  Image Hiding Scheme Based on 3D Skew Tent Map and Discrete Wavelet Transform, Proceedings of Fourth International Conference on Computational and Information Sciences, 2012, pp. 25-28.

[40] Ruisong Ye, Haiying Zhao, An Efficient Chaos-based Image Encryption Scheme using Affine Modular Maps, I. J. Computer Network and Information Security, 2012, 7, 41-50  

[41] Ruisong Ye, Wenping Yu, An Image Hiding Scheme using 3D Sawtooth Map and Discrete Wavelet Transform, I.J. Image, Graphics and Signal Processing, 2012, 6, 52-60.

[42] Changpin Li, Yujiang Wu, Ruisong Ye, Recent Advances in Applied Nonlinear Dynamics with Numerical Analysis-Fractional Dynamics, Network Dynamics, Classical Dynamics and Fractal Dynamics with their Numerical Simulations, Interdisciplinary Mathematical Sciences Vol.15, World Scientific, Singapore, 2013(book).

[43] Ruisong Ye, Yuanlin Ma, 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.

[44] Ruisong Ye, A highly secure and robust image encryption scheme using compound chaotic maps, Journal of Emerging Trends in Computing and Information Sciences, 4(6), 532-544, 2013.

[45] Ruisong Ye, Rong Fu, Shaojun Zeng, Junming Ma, Chuting Lai, Image Encryption Using Keystreams Dependent on Plain-images, Proceedings of ICMT2013, 747-754.

[46] Ruisong Ye, Weichuang Guo, A Chaos-based Image Encryption Scheme Using Multimodal Skew Tent Maps, Journal of Emerging Trends in Computing and Information Sciences, 2013, 4(10), 800-810.

[47] Ruisong Ye, Shaojun Zeng, Peiqian Lun, Junming Ma, Chuting Lai, An Image Encryption Scheme Based on Bit Circular Shift and Bi-directional Diffusion, I.J. Information Technology and Computer Science, 2014, 6(1), 82-92.

[48] Ruisong Ye, Wenping Yu, An Image Encryption Scheme Based on 2D Generalized Sawtooth Maps, International Journal of Computers & Technology, 2014, 12(6), 3570-3579.

[49] Ruisong Ye, Wenhua Guo, An image encryption scheme based on chaotic system with changeable parameters, I. J. Computer Network and Information Security, 2014, 6(4), 37-45. 

[50] Ruisong Ye, Huiqing Huang, Ruifeng Chen, A Color Image Watermarking Scheme Based on 2D Tent Map and Chebyshev Map, Applied Mechanics and Materials, 2014, Vols. 543-547, pp 2304-2307.

[51] Ruisong Ye, Shaojun Zeng, Junming Ma, Chuting Lai, A Secure and Efficient Image Encryption Scheme Based on Tent Map and Permutation-substitution Architecture, I.J. Modern Education and Computer Science, 2014,6(3), 19-30.

[52] Ruisong Ye, A novel image encryption scheme based on generalized multi-sawtooth maps, Fundamenta Informaticae, 2014, 133, 87–104. 

[53] Ruisong Ye, Junqin Zhao, Weichuang Guo, A Chaotic Arnold Map and Permutation-Substitution Based Image Encryption Scheme, Proceedings of International Conference on Electrical Engineering and Automation Control, 2014.  

[54] Weichuang Guo, Junqin Zhao, Ruisong Ye, A Chaos-based Pseudorandom Permutation and Bilateral Diffusion Scheme for Image Encryption, I.J. Image, Graphics and Signal Processing, 2014, 6(11), 50-61.

[55] Ruisong Ye, Ming Ye, Haoqi Yao and Wenhao Ye, An Image Encryption Scheme Using Generalized Arnold Map and Chinese Remainder Theorem, Advanced Materials Research, 2014, Vols. 1049-1050, 1371-1374.

[56] Ruisong Ye, Huiqing Huang, Xiangbo Tan, A Novel Image Encryption Scheme Based on Multi-orbit Hybrid of Discrete Dynamical System, L. J. Modem Education and Computer Science, 2014, 6(10), 29-39

[57] Junqin Zhao, Ruisong Ye, Weichuang Guo, A Chaos-based Image Encryption Scheme Using Permutation-substitution Architecture, International Journal of Computer Trends and Technology , 2014, 15(4), 174-185.

[58] Junming Ma and Ruisong Ye, An Image Encryption Scheme Based on hybrid orbit of hyper-chaotic system, I. J. Computer Network and Information Security, 2015, 7(5), 25-33.

[59] Ruisong Ye, Junqin Zhao, An Image Encryption Scheme Based on Permutation-subsitution Architecture at Half Pixel Level, Proceedings of International Conference on Intelligent Systems Research and Mechatronics Engineering, 2015, pp. 45-48.

[60] Ruisong Ye, Li Liu, Ming Ye, Xiaoyun Shi, Wenhao Ye, An Image Encryption Scheme Using Bit-planes Pair Exchange Permutation and Diffusion, Proceedings of 5th International Conference on Information Engineering for Mechanics and Materials, 2015, pp.127-132.

[61] Ruisong Ye, Yuting Xi, Ming Ye, Xiaoyun Shi, Wenhao Ye, A Multiple Tent Maps Based Image Encryption Scheme with Plain-image Dependent Permutation and Diffusion, Proceedings of International Conference on Materials Engineering and Information Technology Applications, 2015, pp.151-159.

[62] Li Liu, Ruisong Ye, A Matrix Iterative Approach to Systematically Generate Hilbert-type Space-filling Curves, International Journal of Computers & Technology, 2015, 14(1), 6281-6294.

[63] Ruisong Ye, Ming Ye, Xiaoyun Shi, Wenhao Ye, Yafang Li, A novel color image encryption scheme based on permutation-substitution architecture, Proceedings of the  International Conference on Computer Science and Communication Engineering , 2015, pp. 212-218.

[64] Ruisong Ye, Li Liu, An iterated function system approach to generate Hilbert-type space-filling curves, I. J. Information Technology and Computer Science, 2015, 7(12), 12-22. 

[65] Ruisong Ye, Ming Ye, Yafang Li, Xiaoyun Shi, Wenhao Ye, A Permutation-substitution Based Image Encryption Scheme with Bit-plane Exchanging Strategy, Proceedings of 3rd International Conference on Machinery, Material and Information Technology Applications, 2015, pp. 819-925.

[66] Ruisong Ye, Haiying Zhao, Sun Chang Ping, An Affine Transformation Based Image Shuffling and Watermarking Scheme, Z. Pan et al. (Eds.): Transactions on Edutainment XII, 2016, LNCS 9292, 174--186.

[67] Ruisong Ye, Junming Ma, Xing Zhang, Ming Ye and Yafang Li, A secure permutation-substitution based color image encryption scheme using exchanging strategy, Computer Science and Artificial Intelligence, 2016, pp. 629-635.

[68] Ruisong Ye, Jin Chen, and Xing Zhang, Reversible data hiding based on histogram modification using S-type and Hilbert curve scanning, International Conference on Communication and Electronic Information Engineering Advances in Engineering Research, 2016, Vol. 116, 184-190.

[69] Yuting Xi, Xing Zhang and Ruisong Ye, Color image encryption based on multiple chaotic systems, International Journal of Network Security & Its Applications, 2016, 8(5), 39-50.

[70] Ruisong Ye, Yuting Xi, Yuanlin Ma, A Chaotic Image Encryption Scheme Using Swapping Based Confusion Approach, Proceedings of the first IEEE Conference on Computer Communication and the Internet, 2016, pp. 374-377.

[71] Ruisong Ye, Li Liu, Minyu Liao , Yafang Li , Zikang Liao, A self-adaptive image encryption scheme with half-pixel interchange permutation operation, SPIE Proceedings of Seventh International Conference on Electronics and Information Engineering, 2017, pp. 1-5.

[72] Ruisong Ye, Meng Ge, Peiling Huang, Huan Li, A Novel Self-adaptive Color Image Encryption Scheme, International Journal of Computer Trends and Technology, 2016, 40(1), 39-44.

[73] Ruisong Ye, Huiqing Huang, Yucheng Li, Chang Wang, and Minyu Liao, A color image encryption algorithm based on generalized Arnold map, Proceedings of International Conference on Information Science and Technology 2017,ITM Web Conf.,Volume 11, 2017.

[74] Ruisong Ye, Li Liu, Huiqing Huang, A Novel Color Image Encryption Scheme Based on Cross Swapping Strategy and Chaotic Maps, Proceedings of 17th IEEE International Conference on Communication Technology,  2017, pp. 1731-1735.

[75] Li Liu, Yucheng Chen and Ruisong Ye, A plain-image dependent image encryption scheme using half-pixel-level interchange permuatation operation, International Journal of Network Security & Its Applications, 2017, 9(4), 57-75.

[76] Ruisong Ye, Yinhua Li, Yajuan Li , An Image Encryption Scheme Based on Fractal Interpolation, Proceedings of ICMIP 2018, pp. 52-56.

[77] Ruisong Ye, Juming Ma, Cryptanalysis of an enhanced sub-image encryption method, Proceedings of ICMIP 2018, pp. 57-61.

[78] Huiqing Huang, Shouzhi Yang, Ruisong Ye, Image encryption scheme combining a modified Gerchberg–Saxton algorithm with hyper-chaotic system, Soft Computing, 2018, https://doi.org/10.1007/s00500-018-3345-0, pp. 1-9.

[79] Ruisong Ye, Qiulin Wu, Huan Lan, A Fractal Interpolation Based Image Encryption Scheme, Proc. IEEE International Conference on Computer and Communication Engineering Technology, 2018, pp. 291-295.  

[80] Yajuan Li, Ruisong Ye, Yucheng Chen, A Novel Hyper-Chaos-Based Image Encryption Algorithm Using Bit-Level Permutation and Pixel-Level Diffusion, International Journal of Computer Trends and Technology, 62(1), 40-49.

[81] Ruisong Ye, Yucheng Chen, Qiulin Wu, A Color Image Encryption Scheme Using Inverse Fractal Interpolation Function, Proceedings of 4th IEEE International Conference on Computer and Communications,2018, pp. 1883-1887.

[82] Ruisong Ye, Yucheng Chen, Huan Lan, A Self-adaptive Chaos-based Color Image Encryption Scheme, Proceedings of 2018 IEEE International Conference on Safety Produce Informatization, 2018, pp. 26-30.

[83] Meng Ge, Ruisong Ye, A novel image encryption scheme based on 3D bit matrix and chaotic map with Markov properties, Egyptian Informatics Journal, 2019, 20, 45-54.

[84] Ruisong Ye, Li Liu, A novel color chaos-based image encryption algorithm using half-pixel-level cross swapping permutation strategy, International Journal of Computer Trends and Technology, 2019, 63(7), 53-64.

[85]叶瑞松,对称破缺音叉分歧点的分裂迭代算法,非线性动力学学报,1995,2(4),328-335。

[86]叶瑞松,一种计算Takens-Bogdanov点的新方法,非线性动力学学报,1996,3(3),246-251。

[87]叶瑞松,二重对称破缺转向点的分裂迭代算法, 应用数学与计算数学学报, 1996, 10(1), 12-17。

[88]杨忠华,叶瑞松,二重高阶对称破缺分歧点和它们的数值确定, 应用数学与力学, 1996, 17(7), 601-612。

[89]叶瑞松,奇Logistic函数产生的地毯图案,计算机辅助设计与图形学学报,1999,11(5),407-408。

[90]叶瑞松,一种计算二重X0-对称破缺分歧点的有效方法,应用数学,1999,12(3),96-100。

[91]叶瑞松,计算对称破缺Takens-Bogdanov点的有效方法, 应用数学与计算数学学报, 1999,13(1), 36-43。

[92]叶瑞松,快速四叉树分形图象压缩算法,1999年中国神经网络与信号处理学术会议论文集,1999: 339-342,电子科学出版社。

[93]叶瑞松,Henon 映射产生的地毯图案,计算机工程与科学,2000,22(2), 28-29。

[94]叶瑞松,一种计算Hopf分歧点的新方法,应用数学和力学,2000,21(11), 1172-1178。

[95]叶瑞松,Takens-Bogdanov分歧点的分裂迭代算法,应用数学,2001,14(3),87-91。

[96]叶瑞松,3D分形艺术图象的计算机生成,工程图学学报,2001, 288-292。

[97]叶瑞松,Newton 迭代及其生成的3D分形图象,计算机工程,2001,27(10),144-145。

[98]叶瑞松,复动力系统生成的拟3D分形图象, 计算机辅助设计与图形学学报, 2001, 13(10), 865-867。

[99]鲁坚, 叶瑞松,一种固定包长的小波零树图象压缩算法,武汉大学学报,2003, 36(3),108-111。

[100]叶瑞松,邹玉茹,具有平面晶体对称性的混沌吸引子的可视化,武汉大学学报,2003, 36(3),105-107。

[101]叶瑞松,鲁坚,自适应四叉树分形图像编码并行算法, 仪器仪表学报,2004,25(4),651-652。

[102]叶瑞松,廖海泳,Walsh 变换核矩阵的简单生成及其应用, 通讯和计算机, 2005,2(10),21-25。

[103]廖海泳,叶瑞松,一种新的图象置乱算法,计算机应用研究, 2006, 23,582-583。

[104] 叶瑞松,邹玉茹,平面晶体对称拼砌图像的计算机生成方法, 工程图学学报, 2006,27(5), 86-93。

[105] 叶瑞松,基于哈达玛变换和Arnold变换的数字水印技术,微计算机应用,2007,28(7),682-686。

[106] 郗坤洪,叶瑞松,一种基于小波变换的多重水印算法,计算机应用研究,2008,25,279-280。

[107] 马键,叶瑞松,李辉亮,扩展Picard群对称的三维镶嵌图案的计算机自动生成,中国图形图象学报,2008,13(4),768-773。

[108] 李辉亮,叶瑞松,基于二维元胞自动机的图像置乱和水印技术,中国图形图象学报,2008,13(11),2076-2080。

[109] 程东升,叶瑞松,一种新的图象置乱算法,微计算机应用,2008,29(2),9-13。

[110] 程东升,叶瑞松,基于四维混沌系统生成二值序列的方法及其加密应用,计算机应用,2008,28(3), 677-679。

[111] 郗坤洪,叶瑞松,一种改进的基于混沌序列的图像加密算法,计算机技术与发展,2008,18,48-50。

[112] 叶瑞松,黄慧青,基于奇Logistic映射的混沌序列的图像加密算法,仪器仪表学报,2008,29(4), 109-111。

[113] 叶瑞松,马元林, 三维Julia集的控制,工程图学学报,2009, 30(3),154-160。

[114] 郗坤洪,叶瑞松,基于DCT和混沌的双重图像水印算法,计算机工程,2009,35(4),177-179。

[115] 程东升, 叶瑞松, 基于自适应混沌模板的图像置乱方法, 计算机学报,2009, 36(4A), 261-263。

[116] 林润海,叶瑞松,基于四维混沌系统可变步长生成二值序列的方法及其加密应用,微计算机应用,2009,30(4),18-23。

[117] 叶瑞松, 陈永洪,基于Arnold变换的混沌轨道遍历性的数字图像加密,微计算机应用,2009,30(9),  14-21。

[118] 叶瑞松,庄乐仪,基于帐篷映射迭路的置乱方法,计算机应用,2009,29(10), 2713-2715。

[119] 叶瑞松,兀松贤, 一个对称的四维混沌系统及其图像隐藏应用, 计算机技术与发展,2010,20(1), 93-96。

[120] 马俊明,叶瑞松,一种图像加密算法的密码学分析, 网络新媒体, 2015, 4(6), 37-42(+54)。

[121] 赵海英,陈 洪, 叶瑞松, 一种基于平面对称群的对称图案生成方法, 图学学报,  2015, 36(6),  872-878。

[122] 陈裕城,叶瑞松, 基于改进标准映射的图像加密算法,计算机科学与应用, 2017,7(8),753-773。

[123] 陈裕城,叶瑞松,基于一维混沌映射和类标准映射的彩色图像加密新算法,图像与信号处理,2017, 6(4),174-195。

[124]黎桠娟,叶瑞松,基于改进的一维混沌映射和位平面的图像加密算法, 计算机科学与应用, 2018, 8(2), 139-153。

[125] 黎桠娟,叶瑞松,基于超混沌映射的位平面彩色图像加密算法, 计算机科学与应用, 2018, 8(9),1382-1395。

 

科研项目

1)项目名称:对称破缺分歧的数值计算;项目来源:汕头大学;起止时间:1995-1996;主持。

2)项目名称:快速的分形图象压缩算法;项目来源:广东省自然科学基金; 起止时间:1998.1—1999.12;主持。

3)项目名称:图象压缩的自适应分形和小波算法;项目来源:广东省自然科学基金;起止时间:1996.9-1999.9;  核心成员。

4)项目名称:“粤东近岸海域环境污染防治与生态保护技术研究”子项目: 数学模型的建立,项目来源:广东省重大科研项目;2000.9-2005.9;主持。

5)项目名称:对称性反应扩散方程中的分歧及其数值计算;项目来源:国家自然科学基金, 起止时间:2003.11-2004.12; 主持。

6)项目名称:基于单位分解及自相似结构的复杂系统控制设计方法研究,项目来源:广东省自然科学基金;起止时间:2004.9—2005.12; 核心成员。

7)项目名称:无穷限第一类积分方程的数值解法;项目来源:广东省自然科学基金;起止时间:2010.10-2012.9; 核心成员。

8)项目名称:Sobolev空间上Framelets理论及相关问题研究; 项目来源:国家自然科学基金, 起止时间:2011.01-1013.12; 核心成员。 

9)项目名称:一类Robin反问题的数值解法; 项目来源:国家自然科学基金, 起止时间:2013.01-1016.12; 核心成员。

10)项目名称:分数阶扩散方程的高精度离散方法、快速算法及应用,项目来源:国家自然科学基金, 起止时间:2018.01-1021.12; 核心成员。

 

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