1936年生於黑龍江省綏化縣四方台鎮，1957年畢業於吉林大學數學系，同年至大連理工大學任教，1980年任副教授，1984年任教授，1985年任美國Georgia Tech訪問教授，1987年回大連理工大學任教。
基本介紹
- 中文名：張鴻慶
- 出生地：黑龍江省綏化縣四方台鎮
- 出生日期：1936年
- 畢業院校：吉林大學
主要學術,研究領域,出版著作,論文,科研成果,
主要學術
The editor of “Applied Mathematica and Mechanics”
研究領域
（研究課題）：科研工作
1956年論文“一些特殊覆蓋的不可能性”獲吉林大學學生科學研究一等獎，中國青年報評價為“論文題目新穎有創造性”。
1979年論文“線性運算元方程組一般解的代數構造”獲遼寧省重大科技成果二等獎。光明日報、遼寧日報均有報導。成果被收入“教育部直屬高等學校成果選編”，評價為“一百多年來，前人對彈性力學方程組、電動力學方程組的一般解往往只能適合一種特殊情況，不能推廣。這一工作總結了彈性力學方程組的各種一般解，用代數的概念和構造方法，給出了統一理論和公式，並提出了恰當解這一重要概念，把過去彈性力學中應力函式位移函式的構造方法和其他場論問題聯繫起來，得到統一的求恰當解的方法，並推廣到一般化的線性運算元方程組理論中去。這個工作受到國內專家的好評，認為不僅是對基礎理論的重要貢獻，還有進一步推廣的價值。在國外，這方面還未見到類似的工作。”
1987年因“多變數擬協調有限元法”的數學理論獲國家自然科學獎三等獎，評語為“建立了以擬協調元方法為構架的更一般的有限元數學基礎，進一步提出多變數有限元的逼近性，弱閉性、嵌入性、緊緻性，比過去只基於位移元和和雜交元的數學基礎，向前跨了一大步。”
1987年被子授予遼寧省首批有突出貢獻的中青年科技專家稱號。
1988-1990年主持國家自然科學基金項目“有限元的數學理論及其套用”。1989年成果被收入“國家自然科學基金資助項目優秀成果要覽。”
1991年“遼河油田稠油層岩石熱物理性參數計算方法研究”獲遼寧省1991年科技進步二等獎。
1992-1994年主持國家自然科學基金項目：“求解連續體力學問題的微分代數和幾何拓樸方法。”
1993-1997年為國家八五攀登計畫項目：“機器證明及其套用”成員。
1996-1998年主持國家基金項目：“計算固體力學的辛算術代數幾何模型。”
1998年為國家九五攀登預選項目‘數學機械化及其套用”成員。
1998-2003年為國家重點基礎研究發展規劃項目“數學機械化與自動推理平台”成員。
1999-2001年主持博士點基金項目：“力學問題求解的代數化對偶化體系。”
2001-2001年主持國家自然科學基金項目：“力學問題求解的代數化對偶化體系。”
綜上所述，張鴻慶的研究方向是偏微分方程的求解及其套用。在求解方面除了在有限元方面做過一系列工作之外，主要研究集中於構造偏微分方程的解析解，這些工作有以下特點：
1） 具有統一的理論框架。構造微分方程的解析解是十分困難的工作，已構造出的解析解各有各的技巧，沒有統一的方法，大量的重要問題無法求出解析解。張鴻慶教授提出一個統一的框架，既可以系統地產生已有的解，又能得到一系列新的解析解；
2） 密切結合力學和物理 事實上這些工作來自解決力學問題，由彈性力學逐步擴大到電動力學、板殼理論、分析力學、流體力學、弧波以及理論物理的各個領域；
3） 是數學機械化事業重要的組成部分。 92年以來，張鴻慶教授一直是數學機械化項目的成員，並且是微分情形數學機械化的主要成員之一，將統一的理論框架和符號計算與計算機科學相結合，具有廣闊的發展前景；
4） 研究範圍從線性擴大到非線性。 96年以前的工作主要研究線性問題，96年以後重點轉到非線性問題，原有的框架仍然適用，但內容有許多新的發展；
5） 由於方向正確（主攻非線性，非線性問題是當前熱點），框架統一（我們首創的AC=BD模式），工具得力（計算機代數，符號計算），取得豐碩的成果，據不完全統計，2003年11月統計，SCI檢索80餘篇，他引170次，單篇最高他引47次。
6） 青年同志迅速成長。 例如一個博士生在一年期間發表二十幾篇文章，2002年SCI總數全國排名並列第一；其他博士生和碩士生絕大多數都有論文發表，許多亦被SCI和EI檢索。
指導碩、博士生研究方向：
1.數學機械化與數學物理；
2.孤子理論與可積系統；
出版著作
1.“有限元的數學理論” 科學出版社 1991.
2. Applications of mechanical methods to partial differential equations(chapter 17 of Mathematics Mechanization and Applications),Academic Press,NewYork,2000.
論文
1. Zhang Hongqing,Fan EG.,Applications of mechanical methods to partial differential equations,Mathematics Mechanization and Applications （17th chapter),Academic Press Limited（2000).
2. Zhang Hongqing,A united theory on general solutions of system of elasticity,J.Dalian Univ.Tech.,18（1978）：25-47.
3. Zhang Hongqing,Algebraic constructions for general solutions of linear operator systems.Acta.Mech.Sinica(Special Issue): 152-161（1981）.
4.Zhang Hongqing,Superfluous order and the proper solution of the Maxwell equation,Appl.Math.Mech,2（1981）：349-360.
5. Zhang Hongqing,Wang Z.,The completeness and approximation of Hu Haichang’s solution,Kexue Tongbao,1986,10:667-670.
6. Zhang,Hongqing ，C-D integrable system and computer aided solver for differential equations. Computer mathematics (Matsuyama,2001），221--226,Lecture Notes Ser. Comput.,9,World Sci. Publishing,River Edge,NJ,2001.
7. Zhang Hongqing,Wu F.,General solution for a class of system of partial differential equations and its application in the theory of shells,Acta Mech.Sinica,24（1992）：700-707.
8. Zhang Hongqing,Wu F.,General method for general solution of theory of plane and shell,Kexue Tongbao,13（1993）：671-672.
9. Zhang Hongqing,The method for constructing general solution of system of partial differential equations， Proc.Comput..Mech.Tianjin Congr.,110-112（1991）.
10. Zhang Hongqing,Hamiltonian representation for linear selfadjoint partial operators,Thirty years for nonholonomic mechanics in China,Henan Univ.Press,Kaifeng,1994,182-186.
11. Zhang Hongqing,The algebraization,mechanization,symplectication and geometrization for mechanics,Modern Meth. And Mech.Ⅶ，Shanghai Univ.Press,Shanghai,1997,20-25.
12. Zhang Hongqing,Chao L.,Operational form Hilbert Nukkstellensatz and symbolic algorithm for constructing general solution of system in elasticity,J. Dalian Univ.Tech.1996,,36:373-379.
13. Zhang Hongqing,Chao L.,Mathematica program package to compute symmetries of PDEs and its applications,Comput. Phys.,1997,14:375-379.
14. Zhang Hongqing,Chao L.,Exact algorithm of Taylor polynomial for symmetries of nonlinear partial differential equations,Appl. Math. Mech.,1998,19:195-202.
15. Zhang Hongqing,Fan E.,Backlund transformation and exact solution for （2+1） dimensional KP equation,J. Dalian Univ.Tech.,1997,37:624-626.
16. Zhang Hongqing,Fan E.,Linearization,similarity reduction and soliton solutions of KP equation in shallow water,J.Nonliear Dynamics,1998,5: 236-239.
17. Zhang Hongqing,Feng H.,Algebraic structure of general solutions to system of nonhomogeneous linear operator equations,J. Dalian Univ.Tech.,1994,34:249-255.
18. Zhang Hongqing,Wu F.,Mechanical method to construct the general solution for a system of partial differential equations,Workshop Math.Mech.,Int.Academic Publ.,Beijing,1992,280-285.
19. Zhang Hongqing,Wu F.,The computational differential algebraic geometrical method for constructing the fundamental solution of partial differential equations,Proc.3rd Congr.Finete Element Method China,Henan,China,1992,183-191.
20. Wang Ming,Zhang Hongqing,On the convergence of quasi-conforming elements for linear elasticity problem,JCM,Vol 4,No. 2,131-145（1986）.
21. Wang Ming,Zhang Hongqing,The general Korn-Poincare inequality and its applications I,Kexue Taosuo,Vol 2,No. 3,83-92（1986）.
22. Wang Ming,Zhang Hongqing,A note on some finite element methods,Comput.Math.,Vol 8,No. 3,303-313（1986）.
23. Wang Ming,Zhang Hongqing,The finite element method of the stational Navier-Stokes system in plane,J. Dalian Univ.Tech.,1986,25:1-6.
24. Wang Ming,Zhang Hongqing,The embedded property and compactness of the finite element space,Appl. Math. Mech.,1988,9:127-134.
25. Zhang Hongqing,The general patch test and 9-parameter quasi-conforming element,Proc.the Sino-France Symposium on Finite Element Methods,Science Press,Gordan and Breach,1983,566-583.
26. Zhang Hongqing,Wang Ming， Finite element approximations with multiple sets of functions and quasi-conforming elements,Proc.the 1984 Beijing Symp on Diff.Geometry and Diff.Equations,,Science Press,Beijing,1985,354-365.
27. Zhang Hongqing,Wang Ming， Finite element approximations with multiple sets of functions and quasi-conforming elements,Appl. Math. Mech.,1985,6:41-52.
28. Zhang Hongqing,Wang Ming,the compactness of quasi-conforming elements space and the convergence of quasi-conforming elements,Appl. Math. Mech.,1986,7:409-423.
29．Yong Chen,Zhenya Yan and Hongqing Zhang,Exact solutions for a family of variable-coefficient Reaction-Duffing equations via the Backlund transformation,Theor. Math. Phys.,132⑴ （2002） 970-975.
30. Yong Chen,Zhenya Yan,Biao Li and Hongqing Zhang,New Explicit Solitary Wave Solutions and Periodic Wave Solutions for the Generalized Coupled Hirota-Satsuma KdV System,Commun. Theor. Phys.,38（2002）261-262.
31. Yong Chen,Biao Li and Hongqing Zhang,Backlund Transformation and Exact Solutions for a New Generalized Zakhorov-Kuznetsov Equation,Commun. Theor. Phys.,39 （2003） 135-140.
32. Yong Chen,Yu Zheng and Hongqing Zhang,The Hamiltonian Equations in Some Mathematics and Physics Problems,Appl. Math. Mech.,24⑴ （2003） 22-27.
33. Yong Chen,Zhenya Yan and Hongqing Zhang,Applications of Fractional Exterior Differential in Three Dimensional Space,Appl. Math. Mech.,24⑶ （2003） 256-260.
34. Yong Chen,Biao Li and Hongqing Zhang,Exact Travelling Solutions for Some Nonlinear Evolution Equations with Nonlinear Terms of Any Order,Internat. J. Modern Phys. C,14⑴ （2003） 99-112.
35.Yong Chen,Biao Li and Hongqing Zhang,Generalized Riccati equation expansion method and its application to the （2+1）-dimensional Boussinesq equation,Internat. J. Mod. Phys. C,14⑷ （2003） 471-482.
36. Yong Chen,Zhenya Yan and Hongqing Zhang,New Explicit Exact Solutions for A Generalized Hirota-Satsuma Coupled KdV System and A Coupled MKdV Equation,Chin. Phys.,12⑴ （2003） 1-10.
37. Yong Chen,Biao Li and Hongqing Zhang,Exact solutions for a new class of nonlinear evolution equations with nonlinear term of any order， Chaos,Solitons and Fractals,17 （2003） 675-682.
38. Yong Chen,Zhenya Yan and Hongqing Zhang,New explicit solitary wave solutions for （2+1）-dimensional Boussinesq equation and （3+1）-dimensional KP equation,Phys. Lett. A,307 （2003） 107-113.
39. Yong Chen,Biao Li and Hongqing Zhang,Auto-B\"cklund transformation and exact solutions for modified nonlinear dispersive $mK(m,n)$ equations,Chaos,Solitons and Fractals,17 （2003） 693-698.
40.Yong Chen,Biao Li and Hongqing Zhang,Generalized Riccati equation expansion method and its application to the Bogoyavlenskii's generalized breaking soliton equation,Chin. Phys.,2003,8.
41. Yong Chen,Biao Li and Hongqing Zhang,Extended Jacobi elliptic function method and its applications to （2+1）-dimensional dispersive long wave equation,Chin. Phys.,2004,1.
42. Biao Li,Yong Chen and Hongqing Zhang,Explicit Exact Solutions for New General Two-dimensional KdV-type and Two-dimensional KdV-Burgers-type Equations with Nonlinear Terms of Any Order,J. Phys. A: Math. Gen.,35 （2002） 8253-8265.
43. Biao Li,Yong Chen and Hongqing Zhang,Explicit Exact Solutions for Compound KdV-type and Compoud KdV-Burgers-type Equations with Nonlinear Terms of Any Order,Chaos,Solitons and Fractals,15 （2003） 647-654.
44. Biao Li,Yong Chen and Hongqing Zhang,Auto-Backlund transformation and exact solutions for compound KdV-type and compound KdV-Burgers-type equations with nonlinear terms of any order,Phys. Lett. A,305⑹ （2002） 377-382.
45. Biao Li,Yong Chen and Hongqing Zhang,Explicit Exact Solutions for Some Nonlinear Partial Differential Equations with Nonlinear Terms of Any Order,Czech. J. Phys.,53⑷ （2003） 283-295. (SCI)}
46. Biao Li,Yong Chen,Hengnong Xuan and Hongqing Zhang， Symbolic computation and construction of soliton-like solutions for a breaking soliton equation,Chaos,Solitons and Fractals,17⑸ （2003） 885-893.
47. Xuedong Zheng,Yong Chen and Hongqing Zhang,Generalized Extended Tanh-Function Methods and its Application to （1+1）-Dimensional Dispersive Long Wave Equation,Phys. Lett. A,311 （2003） 145-157.
48. Xuedong Zheng,Yong Chen,Biao Li and Hongqing Zhang,A new generalization of extended tanh-function method for solving nonlinear evolution equations,Commun. Theor. Phys.,39 （2003） 647-652.
49. De-sheng Li and Hong-qing Zhang,New soliton-like solutions to the potential Kadomstev–Petviashvili (PKP) equation，（2003） Applied Mathematics and Computation,Volume 146,Issues 2-3,Pages 381-384.
50. De-sheng Li and Hong-qing Zhang,Some New Exact Solutions to the Dispersive Long-Wave Equation in （2+1）-Dimensional Spaces，（2003） Communications in Theoretical Physics,Volume 40,Issues 2,Pages 143-146.
51. De-sheng Li and Hong-qing Zhang,Some new exact solutions of the integrable Broer–Kaup equations in （2+1）-dimensional spaces，（2003）Chaos,Solitons & Fractals,Volume 18,Issue 1， Pages 193-196.
52. De-sheng Li and Hong-qing Zhang,Exact solutions of the （3+1）-dimensional KP and KdV-type equation （2003） Communications in Theoretical Physics,Volume 39,Issues 4,Pages 405-408.
53. De-sheng Li and Hong-qing Zhang,A further extended tanh-function method and new soliton-like solutions to the integrable Broer-Kaup (BK) equations in （2+1） dimensional spaces,Applied Mathematics and Computation 147 （2004） 537–545.
54. De-sheng Li and Hong-qing Zhang,A new extended tanh-function method and its application to the dispersive long wave equations in （2+1）- dimensions,Applied Mathematics and Computation 147 （2004） 789–797.
55. Huaitang Chen,Hongqing Zhang， Extended Jacobin elliptic function method and its applications. [Extended Jacobian elliptic function method and its applications，J.APPL.Math.Comput.，10 （2002） 119--130.
56. Huaitang Chen,Hongqing Zhang， Improved Jacobin elliptic function method and its applications. Chaos,Solitons and Fractals 15 （2003） 585--591.
57 . Zhuosheng Lu,Hongqing Zhang,On a further extended tanh method. Phys.Lett.A， 307 （2003） 269--273.
58. Zhuosheng Lu,Hongqing Zhang,Soliton-like and period form solutions for high dimensional nonlinear evolution equations. Chaos,Solitons and Fractals 17 （2003） 669--673.
59．Huaitang Chen,Hongqing Zhang，New multiple soliton solutions to the general Burgers-Fisher equation and the Kuramoto-Sivashinsky equation，Chaos,Solitons and Fractals 19 （2004） 71–76.
60. Zhuosheng Lu,Hongqing Zhang,Soliton like and multi-soliton like solutions for the Boiti–Leon–Pempinelli equation,Chaos,Solitons and Fractals 19 （2004） 527–531.
61. Yong Chen,Xuedong Zheng,Biao Li,Hongqing Zhang,New exact solutions for some nonlinear differential equations using symbolic computation,Applied Mathematics and Computation 149 （2004） 277–298.
62. Li,De-Sheng; Lü，Zhuo-Sheng; Zhang,Hong-Qing,Exact solutions of the （3+1）-dimensional KP and KdV-type equations. Commun. Theor. Phys. (Beijing) 39 （2003），no. 3,267—270.
63. Zhang,Yu-Feng; Zhang,Hong-Qing，Solitary wave solutions for the coupled Ito system and a generalized Hirota-Satsuma coupled KdV system. Commun. Theor. Phys. (Beijing) 36 （2001），no. 6,657--660.
64. ⅪA Tie-cheng,ZHANG Hong-qing,Generalized Numerical Radius of Real Quaternion Matrices with Symmetric Function,CHINESE QUARTERLY JOURNAL OF MATHEMATICS,Vol. 15 No. 3,34-38.
65. Zhang Yufeng,Zhang Hong qing,BACKLUND TRANSFORMATION AND SIMILARITYREDUCTIONSOF BOUSSINESQ EQUATION,Transactions of Nanjing University of Aeronautics&Astronautics,Vo l. 17. No. 2,199-202.
66. Alatancang,Zhang Hongqing,Zhong Wanxie,PSEUDO-DIⅥSION ALGORITHM FOR MATRⅨ MULTⅣARIABLE POLYNOMIAL AND ITS APPLICATION,Applied Mathematics and Mechanics,Vol . 21,No. 7,733-740.
67. ZHANG Yu-feng,ZHANG Hong-qing,A FAMILY OF INTEGRABLE SYSTEMS OF LIOUⅥLLE AND LAX REPRESENTATION,DARBOUX TRANSFORMATIONS FOR ITS CONSTRAINED FLOWS,Applied Mathematics and Mechanics,Vol 23,No 1,Jan 2002,26-34.
68. ZHANG Hong- qing，ⅪE Fu- ding,LU Bin,ASYMBOLIC COMPUTATION METHOD TO DECIDE THE COMPLETENESS OF THE SOLUTIONS TO THE SYSTEM OF LINEAR PARTIAL DIFFERENTIAL EQUATIONS,Applied Mathematics and Mechanics,Vol 23,No 10,1134-1139.
69. ZHANG Yu-feng,ZHANG Hong-qing,YAN Qing-you,Integrable couplings of a generalized AKNS hierarchy,J. CENT. SOUTHUNⅣ. TECHNOL.,Vol . 9,No. 3,220-223.
70. ZHANG Yu-feng,ZHANG Hong-qing,YAN Qing-you,Integrable couplings of Botie-Pempinelli-Tu (BPT) hierarchy,Physics Letters A 299 （2002） 543–548.
71. ZHANG Hong-qing,ZHANG Yu-feng,BACKLUND TRANSFORMATION,NONLINEAR SUPERPOSITION FORMULAE AND INFINITE,Applied Mathematics and Mechanics,Vol 22,No 10.
72. TONG Deng-ke，Zhang Hong-qing,THE FLOW PROBLEM OF FLUIDS FLOW IN A FRACTALRES ERVOIR WITH DOUBLE POROSITY,Applied Mathematics and Mechanics,Vol 22,No 10,1118-1126.
73. FAN En-gui,ZHANG Hong-qing,A NEW COMPLETELY INTEGRABL ELIOUⅥLLE’S SYSTEM,ITS LAX REPRESENTATION AND BI-HAMILTONIAN STRUCTURE,Applied Mathematics and Mechanics,Vol 22,No 5,520-527.
74. Chen,Yong; Yan,Zhenya; Li,Biao; Zhang,Hong Qing，New explicit solitary wave solutions and periodic wave solutions for the generalized coupled Hirota-Satsuma KdV system. Commun. Theor. Phys. (Beijing) 38 （2002），no. 3,261--266.
75. Chen,Yong; Yan,Zhenya; Zhang,Hong Qing ， Obtaining exact solutions for a family of "reaction-Duffing" equations with variable coefficients using a Backlund transformation (Russian) Teoret. Mat. Fiz. 132 （2002），no. 1,90—96.
76. Yan,Zhenya; Zhang,Hong Qing， Constructing families of soliton-like solutions to a $（2+1）$-dimensional breaking soliton equation using symbolic computation. Comput. Math. Appl. 44 （2002），no. 10-11,1439--1444.
77. Yan,Zhenya; Zhang,Hong Qing ，A family of new integrable couplings with two arbitrary functions of TC hierarchy. J. Math. Phys. 43 （2002），no. 10,4978--4986.
78. Xie,Fu Ding; Yan,Zhenya; Zhang,Hong Qing， Similarity reductions for the nonlinear evolution equation arising in the Fermi-Pasta-Ulam problem. Appl. Math. Mech. (English Ed.) 23 （2002），no. 4,380--386;
79. Yan,Zhenya; Zhang,Hong Qing ，Multiple soliton-like and periodic-like solutions to the generalization of integrable （2+1）-dimensional dispersive long-wave equations. J. Phys.Soc. Japan 71 （2002），no. 2,437--442.
80. Yan,Zhenya; Zhang,Hong Qing， A Lax integrable hierarchy,N-Hamiltonian structure,r-matrix,finite-dimensional Liouville integrable involutive systems,and involutive solutions. Chaos Solitons Fractals 13 （2002），no. 7,1439--1450.
81. Yan,Zhenya; Zhang,Hong Qing， A new hierarchy of generalized derivative nonlinear Schrodinger equations,its bi-Hamiltonian structure and finite-dimensional involutive system. Nuovo Cimento Soc. Ital. Fis. B ⑿ 116 （2001），no. 11,1255--1263.
82. Yan,Zhenya; Zhang,Hong Qing ，Symbolic computation and abundant new families of exact solutions for the coupled modified KdV-KdV equation. Computer mathematics (Matsuyama,2001），193--200,Lecture Notes Ser. Comput.,9,World Sci. Publishing,River Edge,NJ,2001. 3
83. Yan,Zhenya; Xie,Fu-Ding; Zhang,Hong Qing ，Symmetry reductions,integrability and solitary wave solutions to high-order modified Boussinesq equations with damping term. Commun. Theor. Phys. (Beijing) 36 （2001），no. 1,1--6.
84. Yan,Zhenya; Zhang,Hong Qing， Similarity reductions and analytic solutions for （2+1）- dimensional dispersive long wave equations. (Chinese) Acta Math. Sci. Ser. A Chin. Ed. 21 （2001），no. 3,384--390.
85. Yan,Zhenya; Zhang,Hong Qing， Study on exact analytical solutions for two systems of nonlinear evolution equations. Appl. Math. Mech. (English Ed.) 22 （2001），no. 8,925--934;
86. Yan,Zhenya; Zhang,Hong Qing， Study of explicit analytic solutions for the nonlinear coupled scalar field equations. Appl. Math. Mech. (English Ed.) 22 （2001），no. 6,637--641;
87. Xia,Tie Cheng; Zhang,Hong Qing; Yan,Zhenya， New explicit and exact travelling wave solutions for a class of nonlinear evolution equations. Appl. Math. Mech. (English Ed.) 22 （2001），no. 7,788--793;
88. Yan,Zhenya; Zhang,Hong Qing， New explicit solitary wave solutions and periodic wave solutions for Whitham-Broer-Kaup equation in shallow water. Phys. Lett. A 285 （2001），no. 5-6,355--362.
89. Yan,Zhenya; Zhang,Hong Qing， A new Lax-integrable hierarchy of evolution equations and its infinite-dimensional bi-Hamiltonian structure. (Chinese) Acta Phys. Sinica 50 （2001），no. 7,1232--1236.
90. Yan,Zhenya; Zhang,Hong Qing， Auto-Darboux transformation and exact solutions of the Brusselator reaction diffusion model. Appl. Math. Mech. (English Ed.) 22 （2001），no. 5,541--546;
91. Xie,Fuding; Yan,Zhenya; Zhang,Hong Qing， Explicit and exact traveling wave solutions of Whitham-Broer-Kaup shallow water equations. Phys. Lett. A 285 （2001），no. 1-2,76--80.
92. Xia,Tie Cheng; Zhang,Hong Qing; Yan,Zhenya A new approach to constructing exact solutions of nonlinear evolution equations. (Chinese) J. Dalian Univ. Technol. 41 （2001），no. 3,260--263.
93. Yan,Zhenya; Zhang,Hong Qing， Symbolic computation and new families of exact soliton-like solutions to the integrable Broer-Kaup (BK) equations in （2+1）-dimensional spaces. J. Phys. A 34 （2001），no. 8,1785--1792.
94. Yan,Zhenya; Zhang,Hong Qing， A hierarchy of generalized AKNS equations,N-Hamiltonian structures and finite-dimensional involutive systems and integrable systems. J. Math. Phys. 42 （2001），no. 1,330--339.
95. Yan,Zhenya; Zhang,Hong Qing ，Some conclusions for （2+1）-dimensional generalized KP equation: Darboux transformation,nonlinear superposition formula and soliton-like solutions. Computer mathematics (Chiang Mai,2000),239--248,Lecture Notes Ser. Comput.,8,World Sci. Publishing,River Edge,NJ,2000.
96. Yan,Zhenya; Zhang,Hong Qing， Similarity reductions for a nonlinear wave equation with damping term. (Chinese) Acta Phys. Sinica 49 （2000),no. 11,2113--2117.
97. Yan,Zhenya; Zhang,Hong Qing， Applications of Backklund transformations to explicit and exact solutions in nonlinear wave equations. Commun. Theor. Phys. (Beijing) 34 （2000),no. 2,365--368.
98. Zhang,Hong Qing; Yan,Zhenya， Two types of new algorithms for finding explicit analytical solutions of nonlinear differential equations. Appl. Math. Mech. (English Ed.) 21 （2000),no. 12,1423--1431;
99. Yan,Zhenya; Zhang,Hong Qing， Similarity reductions for +1$-dimensional variable coefficient generalized Kadomtsev-Petviashvili equation. Appl. Math. Mech. (English Ed.) 21 （2000),no. 6,645--650;
100. Yan,Zhenya; Zhang,Hong Qing ，On a new lgorithm of constructing solitary wave solutions for systems of nonlinear evolution equations in mathematical physics. Appl. Math. Mech. (English Ed.) 21 （2000),no. 4,383--388;
101. Yan,Zhenya; Zhang,Hong Qing， Explicit exact solutions of nonlinear approximate equations for long waves in shallow water. (Chinese) Acta Phys. Sinica 48 （1999），no. 11,1962--1968.
102. Yan,Zhenya; Zhang,Hong Qing， Exact soliton solutions of variable coefficient KdV-MKdV equations with three arbitrary functions. (Chinese)Acta hys. Sinica 48 （1999），no. 11,1957--1961.
103. Yan,Zhenya; Zhang,Hong Qing; Fan,En Gui，New explicit travelling wave solutions for a class of nonlinear evolution equations. (Chinese) Acta Phys. Sinica 48 （1999），no. 1,1--5.
104. Yan,Zhenya; Zhang,Hongqing， New explicit and exact travelling wave solutions for a system of variant Boussinesq equations in mathematical physics. Phys..Lett. A 252 （1999），no.6,291--296.
105.關於F型空間的一個幾何性質 東北人民大學自然科學學報 1957.2
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科研成果
1987年因“多變數擬協調有限元法”的數學理論獲國家自然科學獎三等獎，評語為“建立了以擬協調元方法為構架的更一般的有限元數學基礎，進一步提出多變數有限元的逼近性，弱閉性、嵌入性、緊緻性，比過去只基於位移元和和雜交元的數學基礎，向前跨了一大步。”
1979年獲遼寧省重大科技成果二等獎，
1982年獲遼寧省自然科學優秀論文一等獎，1
987年獲國家自然科學三等獎，並被評為省有突出貳獻的中青年科技人員。
1988年獲遼寧省優秀學術論文二等獎。
1987年被子授予遼寧省首批有突出貢獻的中青年科技專家稱號。
1989年成果被收入“國家自然科學基金資助項目優秀成果要覽”。
1991年“遼河油田稠油層岩石熱物理性參數計算方法研究”獲遼寧省1991年科技進步二等獎。
