Soon-Yi Wu  (§d¶¶¯q)
RankProfessor
Tel+886-6-2757575 Ext. 65133
Fax+886-6-2743191
OfficeMath Building 307
Emailsoonyi@mail.ncku.edu.tw
Homepagenone
Fieldfunctional analysis, linear programming, optimization
EducationPh.D., Cambridge University (1985)
B.S., National Cheng Kung University (1979)
Experience1991-  Professor, National Cheng Kung University
1998-2001  Chairperson, National Cheng Kung University
1986-1991  Associate Professor, National Cheng Kung University
Selective Publication
  1. Z. L. Wu and S. Y. Wu (2003), Weak Sharp Solutions of Variational Inequalities in Hilbert Spaces, to appear in SIAM Journal on Optimization.


  2. S. J. Li, X. Q. Yang, K. L. Teo and S. Y. Wu (2003), Solution methods for semi-definite and semi-infinite programming, to appear in Computational Optimization and Applications.


  3. S. C. Fang, S. Y. Wu and J. Sun (2003), An analytic center cutting plane method for solving semi-infinite variational inequality problems, to appear in Journal of Global Optimization.


  4. Y. Liu, K. L. Teo and S. Y. Wu (2003), An new quadratic semi-infinite programming algorithm based on dual parameterization, to appear in Journal of Global Optimization.


  5. C. F. Wen and S. Y. Wu (2003), An approximation approach for linear programming in measure spaces, to appear in Optimization and Control with Applications, edited by L. Qi, etc. Kluwer Academic Publishers.


  6. C. F. Wen and S. Y. Wu (2003), Duality theorems and algorithms for linear programming in measure spaces, to appear in Journal of Global Optimization.


  7. D. H. Li, L. Qi, J. Tam and S. Y. Wu (2003), A smoothing Newton method for semi-infinite programming, to appear in Journal of Global Optimization.


  8. L. Qi, S.Y. Wu and G. Zhou (2003), Semismooth newton methods for solving semi-infinite programming problems, Journal of Global Optimization, Vol. 27, 215-232.(SCI)


  9. S.C. Fang, R.L. Sheu and S.Y. Wu (2003), Maximum feasibility problem for continuous linear inequalities, to appear in Journal of Fuzzy Optimization and Decision Making.


  10. Wu, Soon-Yi; Fang, Shu-Cherng; Lin, Chih-Jen Solving general capacity problem by relaxed cutting plane approach. Optimization and numerical algebra (Nanjing, 1999). Ann. Oper. Res. 103 (2001), 193--211.


  11. Wu, S. Y.; Yang, X. Q.; Yao, J. C. Relaxed inexact algorithm for continuous complementarity problems on measure spaces. J. Optim. Theory Appl. 111 (2001), no. 3, 657--666.


  12. Wu, Soon-Yi; Fang, Shu-Cherng; Lin, Chih-Jen Analytic center based cutting plane method for linear semi-infinite programming. Semi-infinite programming (Alicante, 1999), 221--233, Nonconvex Optim. Appl., 57, Kluwer Acad. Publ., Dordrecht, 2001.


  13. Wu, S. Y. A cutting plane approach to solving quadratic infinite programs on measure spaces. J. Global Optim. 21 (2001), no. 1, 67--87.


  14. Goberna, Miguel A.; Loez, Marco A.; Wu, Soon-Yi Separation by hyperplanes: a linear semi-infinite programming approach. Semi-infinite programming (Alicante, 1999), 255--269, Nonconvex Optim. Appl., 57, Kluwer Acad. Publ., Dordrecht, 2001.


  15. Ansari, Qamrul Hasan; Siddiqi, Abul Hasan; Wu, Soon Yi, Existence and duality of generalized vector equilibrium problems. J. Math. Anal. Appl. 259 (2001), no. 1, 115--126.


  16. Fang, Shu-Cherng; Lin, Chih-Jen; Wu, Soon-Yi Solving quadratic semi-infinite programming problems by using relaxed cutting-plane scheme. Nonlinear programming and variational inequalities (Kowloon, 1998). J. Comput. Appl. Math. 129 (2001), no. 1-2, 89--104.


  17. R. L. Sheu and S. Y. Wu (1999)."A combined entropic-regularization and path-following method for solving finite convex mim-max problems subject to infinitely many linear constraints", Journal of Optimization Theory and Applications, Vol. 101, 167--190.


  18. S. C. Fang, H. F. Wan, S. Y. Wu and C. F. Hu (1999), "Linear Programmin with uzzy Coefficients in Constraints", Computers and Mathematics with Applications, Vol. 37, 63--76.


  19. S.Y, Wu and S. C. Fang (1999), "Solving Convex Programs with Infinitely Many Linear Constraints by a Relaxed Cutting Plane Method", Computers and Mathematics with Applications, Vol. 38, 23--34.


  20. C. J. Lin, S. C. Fang and S.Y. Wu(1998)."An unconstrained convex programming approach for linear semi-infinite programming",SIAM Journal on Optimization, Vol.8,443-456.


  21. S. Y. Wu, S. C. Fang and C. J. Lin(1998)."Relaxed cutting plane method for solving linear semi-infinite programming problems",Journal of Optimization Theory and Applications, Vol.99, 759-779.


  22. T. Y. Ho, Y. Y. Lur and S. y. Wu(1997)."The Difference between Finite Dimensional Linear Programming Problems and Infinite Dimensional Linear Programming Problems", Journal of Mathematical Analysis and Applications,207,192-205.


  23. S.C. Fang and S.Y. Wu (1996), Solving Min-Max Problems and Linear Semi-Infinite Programs, Computers Math. Appl., Vol. 32, 87-93.


  24. C.J. Lin, S.C. Fang and S.Y. Wu (1996), On the Parametric Linear semi-infinite Programming, Applied Mathematics Letters, Vol. 9, 89--96.


  25. S.Y. Wu, J.S. Pang and J.C. Yao (1996), An inexact algorithm for continuous complementarity problem on measure spaces, Journal of Optimization Theory and Applications, Vol. 91, 141--154.


  26. R.L. Sheu and S.Y. Wu (1995), A primal--dual approach for quadratic semi--infinite programming, Proceedings of the International Mathematics Conference 1994, Kaohsiung, Taiwan, World Scientific Publishing Company, 179--188.


  27. C. J. Lin, E.K. Yang, S.C. Fang and S.Y. Wu (1995), Implementation of an inexact approach to solving linear semi--infinite programming problems, Journal of computational and applied mathematics, 61, 87--103.


  28. R.L. Sheu, S.Y. Wu and S.C. Fang (1995), A primal--dual infeasible interior point algorithm for linear semi--infinite programming, Computers and Mathematics with applications, 29, 7--18.


  29. S.C. Fang and S.Y. Wu (1994), An Entropy Path--Following approach for Linear Semi-Infinite Programming, Mathematical Today Vol. XII--A, 1--12.


  30. C.J. Lin, S.C. Fang and S.Y. Wu (1994), On solving convex quadratic semi--infinite programming problems, Optimization, A Journal of Mathematical Programming and Operations Research, 31, 107--125.


  31. C. J. Lin, S.C. Fang and S.Y. Wu (1994), A Dual Affine Scaling Based Algorithm for Solving Linear Semi--infinite Programming Problems, Advances in Optimization and Approximation, Du, D.J. and J. Sun, eds. Kluwer academic publishers, 217--234.


  32. H.C. Lai and S.Y. Wu (1994), Linear programming in measure spaces, Optimization, A Journal of Mathematical Programming and Operations Research, 29, 141--156.


  33. S.C. Fang and S.Y. Wu (1994), An inexact approach to solving linear semi--infinite programming problems, Optimization, A Journal of Mathematical Programming and Operations Research, 28, 291--299.


  34. H.C. Lai and S.Y. Wu (1994), Theory and algorithm for measure programming problems, Proceedings of the Second International Colloquim on Numerical Analysis, D. Bainov etc. eds, 45--64.


  35. H.C. Lai and S.Y. Wu (1992), On Linear Semi--infinite programming problems an algorithm, Numerical Functional Analysis and Optimization, 13, 287--304.


  36. S.Y. Wu (1992), Extremal points and an algorithm for a class of continuous transportation problems, Journal of Information and Optimization Sciences, 13, 97--106.


  37. H.C. Lai and S.Y. Wu (1992), Extremal points and optimal solutions for general capacity problems, Mathematical programming, Series A, 54, 87--113.


  38. E.J. Anderson and S.Y. Wu (1991), The continuous complementarity problem, Optimization, A Journal of Mathematical Programming and Operations Research, 22, 419--426.


  39. S.Y. Wu and Y.J. Chen (1990), The separated continuous linear programming problem, Soochow Journal of Mathematics, 16, 69--79.


  40. E.J. Anderson, A.S. Lewis, and S.Y. Wu (1989), The Capacity Problem, Optimization, A Journal of Mathematical Programming and Operations Research, 20, 725--742.


  41. S.Y. Wu (1985), The general capacity problem, Methods of Operations Research, edited by W. Oettli et. Oelgeschlager, Gunn and Hain, 49, 329--344.