演算法李勤

❶ 張立衛的發表論文

1.H.W. Tang and L.W.Zhang,A maximum entropy algorithm for convex
programming,Chinese Science Bulletin，40:5（1995），361-364.
2.H.W. Tang and L.W.Zhang,A maximum entropy method for linear
programming,Chinese J. Num. Math. Appli.，17:3（1995），54-65.
（唐煥文，張立衛，線性規劃的極大熵方法，計算數學，2 （1995），160-172.)
3.唐煥文，王雲誠，張立衛，求解一般約束極大極小問題的一個有效的近似
演算法，經濟數學，12:1,6-16.
4.王雲誠，張立衛，唐煥文，求解一般約束凸規劃的極大熵方法，大連理工大學學
報，35:6（1995），764-769.
5.H.W. Tang and L.W.Zhang，Maximum entropy methods for constrained
optimization and minimax problems,Systems Sci. Math. Sci.,9:1
（1996），1-4.
6.王雲誠，唐煥文，張立衛，求解一半無限極大極小問題的一個極大熵方法，經
濟數學，13:2（1996），37-43.
7.唐煥文，王雪華，張立衛，求解極大極小問題的極大熵方法的收斂性，運籌
學雜志，14:1（1996），57-59.
8.L.W. Zhang，On the ABS algorithm with singular matrix and its
applications to linear programming,Optimization Methods and
Software,8（1997），143-165.
9.Z.H. Xia and L.W. Zhang,A simplified trust region method
with projection and convergence,P.U.M.A.,8:2-3-4（1997），385-394.
10. L.W. Zhang and H.W. Tang，A maximum entropy algorithm with
parameters for solving minimax problem,Archives of Control
Sciences,XLⅡ：6（1997），47-59.
11. E. Spedicato,Z.Q. Xia and L.W. Zhang,The implicit LX method of
the ABS class,Optimization Methods and Software,8（1997），99-110.
12. X.Z. Chen and L.W.Zhang,ABS factorization algorithms in the
simplex method,J. Applied Basic and Engineering Sciences,5:4
（1997），354-362.
13. E. Spedicato,Z.Q. Xia,L.W. Zhang and K. Mirnia,ABS algorithms
for linear equations and applications to optimization,in G.Winter
Althaus & E. Spedicato (eds.),Algorithms for Large Scale Linear
Algebraic Systems，Series C: Mathematical and PhysicalSciences -
508,1998， Kluwer Academic Publishers,291-319.
14. L.W. Zhang and H.W. Tang,A further study on a penalty function of
Bertsekas,in: Yuan Ya-Xiang ed.,Advances in Nonlinear Programming,
Kluwer Academic Publishers,1998,345-351.
15. 張立衛，唐煥文，A theorem on the differential of the K-S
function，經濟數學，15:1/2（1998），41-44.
16. 張立衛，Condition on parameter $eta_k$ in a convergent conjugate
gradient method，運籌學學報，3:2 （1999），71-81.
17. L.W.Zhang,A modified version to the differential system of
Evtushenko and Zhadan for solving nonlinear programming,in:
Yuan Ya-Xiang ed.,Numerical Linear Algebra and Optimization,
Science Press,Beijing,New York,1999,161-- 168 .
18. 郭崇惠，唐煥文，張立衛，Global convergence for a class of conjugate
gradient methods，運籌學學報，3:2（1999），46-48.
19. S.X. He and L.W.Zhang,Convergence of a al algorithm for minimax
problems,Archives of Control Sciences,10(XLⅥ）（2000),47--60.
20. 張立衛，李勤，張鑫，Two differential systems for solving nonlinear
programming problems，運籌學學報，4:4（2000),33-46.
21. L.W.Zhang and S.X. He,The convergence of a al algorithm for
nonlinear programming,Korean J. Comput. & Appl.Math. 7:3（2000),
487--506.
22. E. Spedicato,Z.Q.Xia and L.W. Zhang,ABS algorithms for linear
equations and optimization,J. Computational and Applied
Mathematics，124（2000),155-170.
23. 王明徵，張立衛，夏尊銓，Dennis-Wolkowicz最小改變割演算法的超線性收斂性，
大連理工大學學報，11（2000),645—648.
24. 夏尊銓，張士霞，張立衛，復ABS方法. 大連理工大學學報，11（2000),645--
648.
25. L.W. Zhang and Z.Q. Xia，Newton-type methods for
quasidifferentiable equations,Journal of Optimization Theory and
Applications,108:2 （2001），439--456.
26. L.W.Zhang and Z.Q. Xia,Approximations to convex-valued
multifunctions. in: Demayano V. and Rubinov A. eds.,
Quasidifferentiability and Related Topics,Kluwer Academic
Publishers,2000.
27. Y. Gao,Z.Q. Xia and L.W.Zhang,Kernelled quasidifferential for a
quasidifferentiable function in two-dimensional space,Journal of
Convex Analysis,8:2（2001），401-408.
28. 賀素香，張立衛，A class of constructive al algorithms for
solving nonlinear programming problems，運籌學學報，5:3（2001），41-50.
29. 賀素香，張立衛，求解約束優化問題的對偶演算法，計算數學，23:3
（2001），307-320.
30. L.W. Zhang，Computing inertias of KKT matrix and reced Hessian
via the ABS algorithm,Ricerca Operativa,Vol. 31,n.98-99-100
（2001），67--86.
31. L.W. Zhang,Y.J. Liu and Z.Q. Xia,Application of the ABS method
to systems of linear matrix integer equations,Ricerca Operativa,
Vol. 31,n.98-99-100 （2001），52--66.
32. Z.Q. Xia and L.W. Zhang,ABS algorithms for solving linearly
constrained optimization problems via the active set strategy,
Ricerca Operativa,Vol. 31,n.98-99-100（2001），21--49.
33. 張立衛，張鑫，求解擬可微方程組的非精確牛頓法，經濟數學，18:1（2001），
74-81.
34. L.W.Zhang,Z. Q. Xia,Y. Gao and M.Z. Wang，Star-kernels and
star-differentials in quasidifferentiable analysis,Journal of
Convex Analysis,9:1（2002），139--158.
35. J. Sun and L.W.Zhang,On thelog-exponential trajectory of linear
programming. Journal of Global Optimization,25:1 （2003），75--90.
36. 張宏偉，張立衛夏尊銓，Calculus ofgeneralized quasi-differentiable
functions I: some results on the space of pairs of convex-set
collections，東北數學，19:1（2003），75-85.
37. Z.Q. Xia,M.Z. Wang and L.W.Zhang,Directional derivative of a
class of set-valued mappings and its applications，Journal of
Convex Analysis,10:1（2003），211-227.
38. L.P.Pang,Z.Q.Xia and L.W.Zhang,On a second order parallel
variable transformation approach,Journal of Applied Mathematics
and Computing,11:1-2,201-214.
39. L.P.Pang,Z.Q.Xia and L.W.Zhang,A PVT-type algorithm for
minimizing a nonsmooth convex function，Serdica Math. J. 29
（2003），11-32.
40. L.W.Zhang and Y.J. Liu,Convergence analysis of a nonlinear
Lagrange algorithm for nonlinear programming with
inequality constraints,Journal of Applied Mathematics & Computing,
13:1-2（2003）：1-10.
41. L.W. Zhang and W.-J. Hsu，A scheling model for AGVs at the
container terminal,2002 Japan-USA Symposium of Flexible
Automation,Hiroshima,Japan,July 14-19,2002.
42. L.W,Zhang,R. Ye,W.-J. Hsu and S.-Y. Huang,Two equivalent
integer programming models for dispatching vehicles at a container
terminal,Proceedings International Conference on PORT and
Maritime R&D and Technology,10-12 September,Singapore,2003,
Vol.1,35-42.
43. 王明徵，夏尊銓，張立衛，參數凸二次規劃的線性穩定性，7:1運籌學學報
（2003），11-18.
44. 賀素香，張立衛，李興斯，不等式約束優化問題的一個勢函數，33:3數學進展
（2004），343-350.
45. 宋秋生，張立衛，無約束擬可微優化問題信賴域方法的全局收斂性，應用數學
學報，27:1（2004），186-189.
46. G.H. Lin,L. W. Zhang and L.P. Pang,Two projection-type
algorithms for solving pseudo-monotone variational inequality
problems,OR Transactions,9:1 （2005），58-64.
47. H.X. Yu and L.W. Zhang,The augmented Lagrangian method for the
packing of unequal circles within a strip,International Journal
of Pure and Applied Mathematics,18:4（2005），463-470.
48. L. W. Zhang,R. Ye,S.Y. Huang and W. J. Hsu,Mixed Integer
Programming Models for Dispatchingvehicles ataContainer
Terminal,Journal of Applied Mathematics & Computing,17:1-2
（2005），145-170.
49. J. Sun,L.W. Zhang and Y. Wu,Properties of the augmented
Lagrangian in nonlinear semidefinite optimization,accepted by
JOTA.
50. L.M. Zhou and L.W. Zhang,A differential equation approach to
finding a Kuhn-Tucker point of a nonlinear programming problem,
大連理工大學學報，2005,Vol.45,No.6,920-924.
51. Z.Q. Xia,C.L. Song and L.W. Zhang,On Fritz John and KKT
necessary conditions of constrained quasidifferentiable
optimization,International Journal of Pure and Applied
Mathematics,Vol. 23 No. 3,2005,299-310.
52. L.M. Zhou,L.W. Zhang and S.X. He,A differential equation approach
to solving nonlinear complementarity problems,OR Transactions,
Vol. 9 No.3,2005,8-16.53
53. 張宏偉，張立衛，夏尊銓，宋春玲 不等式約束的廣義擬可微優化問題最
優性條件，大連理工大學學報，46卷2期，2006,299-301.
54.賀素香，張立衛，非線性約束優化問題的一個修正Lagrangian演算法，數學物理學
報，26卷1期，2006,49-62.
55. H.X. Yu and L.W. Zhang,An optimization model for the two-
dimensional packing problem and its augmented Lagrangian method，
International Journal of Pure and Applied Mathematics,Vol. 27
No.1,2006,1-10.
56.劉勇進，張立衛，二階錐互補問題的一類效益函數與全局誤差界，大連理工大學
學報，vol.46,No.3 （2006），449-453.
57. Y.J. Liu,L.W.Zhang and Y.H. Wang,Some properties of a class of
merit functions for symmetric cone complementarity problems,
Asia-Pacific Journal of Operational Research,Vol.23,No.4（2006），
58. Y.J. Liu,L.W. Zhang and Y.H. Wang,Analysis of a smoothing method
for symmetric conic linear programming,Journal of Applied
mathematics & Computing,22:1-2（2006），133-148.
59. Y.J. Liu,L.W.Zhang,Convergence Analysis of the Augmented
Lagrangian Method for Nonlinear Second-Order Cone Optimization
Problems,to appear in Nonlinear Analysis.
60.L. Jin and L. W. Zhang， Two differential equation systemsfor
inequality constrained optimization,to appear in Applied
Mathematics and Computation.
61. 金麗，張立衛，肖現濤，一個求解約束非線性優化問題的微分方程方法，計
算數學接收.
62.金麗，張立衛，肖現濤，求解約束優化問題的兩個微分方程演算法，
運籌學學報接收.
63. L. Jin,Liwei Zhang,Adifferential system for nonlinear
programming problems,The 6th World Congress on Intelligent
Control and Automation,Dalian,China,June 2006,12⑵：1030-
1033.
64. L. Jin,L. W. Zhang and X. T. Xiao. Stabledifferential equation
methods in inequality constrained optimization,to appear in
International Journal of Pure and Applied Mathematics.
65. Y. Li,L. Jin,L. W. Zhang,A novel neural network for linear
complementarity problems,to appear inJournal of Mathematical
Research and Exposition.
66. 於洪霞，張立衛，二維裝箱問題的非線性規劃模型和演算法，大連理工大學學
報接收.
67. 任詠紅，張立衛，基於一類非線性 Lagrange函數的對偶問題，大連理工大學
學報接收.
68. L. W. Zhang and Y.H. Ren,A Nonlinear Lagrangian Based on Fischer-
Burmeister NCP Function,to appear in Applied Mathematics and
Computation.
69. D.F. Sun,J.Sun,L.W.Zhang,The rate of convergence of
the augmentedLagrangian method fornonlinear semidefinite
programming,to appear in Mathematical Programming.
70.L.Jin and L. W. Zhang， Two differential equation systemsfor
equality constrained optimization,to appear in Applied
Mathematics and Computation.
71. Y.J. Liu,L.W. Zhang，On the convergence of the augmented
Lagrangian method for nonlinear optimization problems over second-
order cones,to appear in Journal of Optimization Theory and
Applications.
72.Y.J. Liu,L.W. Zhang,Extension of smoothing functions to
symmetric cone complementarity problems,
高校應用數學學報接受.
73. Y.J. Liu,L.W. Zhang and M.J. Liu,Convergence analysis of a
nonlinear Lagrange algorithmfor nonconvex semidefinite
programming,to appear in OR Transactions.

❷ 西安交通大學有哪些教授的課是必須要去蹭的

交大有很多好教授，每位教授的風格都不太一樣，所以可能就是蘿卜白菜各有所愛，我來說說我比較推薦的吧。

交大男神喻豐老師的心理課是一定會擠著頭皮去上的，當然，擠著頭皮也不一定能上得了。喻老師每學期都會開設社會心理學這門課程。每年這個時候原本只有200人的課程，初選的時候總有上千人選擇。當然，選不到老師的社會心理學，還有別的途徑可以聽他講課，他時常會被邀請作講座，比如在錢學森圖書館的星空報告廳。喻老師會用他高深的學問和深深的人格魅力吸引你，聽過的人就會喜歡上他。

高數是大學比較基礎又很重要的學科，並且在考研中占很大的比例。如果高數有問題，數學學院郭丁和老師的高數課不應該錯過，郭老師每節課都會手寫板書。一節課一節課，一黑板一黑板地寫。而且郭老師也很可愛，學生們私下都叫他歐巴哦！

交大還有很多教授的課很棒啊，答主只能寫一寫自己上過的，其實找自己感興趣的課去蹭，是最幸福的呢。