 Personal Information |
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| Name： | Kong Lingchen |  |
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| Tel： | 86-10-51687392 | ||
| E-mail： | konglchen@126.com | ||
| Present Address： | Department of Applied Mathematics School of Science, Beijing Jiaotong University Beijing, CHINA | ||
| Post Card： | 100044 | ||
| Education |
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| Ph. D in Operations Research (06/2007) Department of Mathematics, Faculty of Science, Beijing Jiaotong University, China. Research Interests: Theory analysis and algorithms for complementarity problems Supervisor: Prof. Naihua Xiu M. S. in Management Science and Technology (06/2004) Department of Management, Shandong University of Science and Technology, Shandong Taian, China. Research Interests: Managerial Incentive Mechanism Supervisor: Prof. Yuhe Chen B. S. in Management Science and Technology (07/1996), Department of Management, China University of Mining and Technology, Jiangsu Xuzhou, China. B. S. in Mathematical Education (07/1994), Department of Mathematics, Qufu Normal University, Shandong Qufu, China. |
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| Research Interest |
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| Complementarity Problems and Variational Inequalities, Mathematical Programming and its Applications, Compressive sensing and Rank minimization problems. | |||
| Funding |
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| Major Publication |
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| 1 (SCI) Lingchen Kong, Jie Sun and Naihua Xiu, “A Regularized Smoothing Newton Method for Symmetric Cone Complementarity Problems”, SIAM Journal on Optimization, 19: 1028–1047, 2008.（Top Journal in Optimization） 2 (SCI) Lingchen Kong, Levent Tuncel and Naihua Xiu, “Lowner Operator and Its Applications to Symmetric Cone Complementarity Problems”, submitted to Math。 Pramming, 2007 (Revised). （Top Journal in Operations Research）Online: http://www.optimization-online.org/DB_HTML/2007/04/1644.html 3 (SCI) Lingchen Kong, Levent Tuncel and Naihua Xiu, “Vector-valued implicit Lagrangian for Symmetric Cone Complementarity Problems”, Asia-Pacific Journal of Operational Research, 2007（2009 online）. 4 (SCI) Lingchen Kong, Naihua Xiu and Jiye Han, “The Solution Set Structure of Monotone Linear Complementarity Problems over Second-Order Cone”, Operations Research Letters, 36: 71-76, 2008. 5 (SCI) Naihua Xiu and Changyun Wang and Lingchen Kong, “A note on the gradient projection method with exact stepsize rule”, Journal Comput. Math., 25: 221-230, 2007. 6 Lingchen Kong and Naihua Xiu, “New smooth C-functions for symmetric cone complementarity problems”, Optimization Letters, 1: 391-400, 2007. 7 (SCIE) Lingchen Kong, Levent Tuncel and Naihua Xiu, “Fischer-Burmeister Complementarity Function on Euclidean Jordan Algebras”, Pacific Journal of Optimization, 2007 (2009 online). 8 Linxia Qin, Lingchen Kong and Jiye Han, “Sufficiency of linear transformations on Euclidean Jordan algebras”, Optimization Letters, 3: 265-276, 2009. 9 Lingchen Kong, Levent Tuncel and Naihua Xiu, “Clarke Generalized Jacobian of the Projection onto Symmetric Cones”, 2008（submitted to Set-Valued and Variational Analysiss）. 10 Lingchen Kong, Levent Tuncel and Naihua Xiu, “Equivalent Conditions for Jacobian Nonsingularity in Linear Symmetric Cone Programming”, 2008（submitted to Journal of Optimization Theory and Applications）. 11 Lingchen Kong, Naihua Xiu and Linxia Qin, “A Penalized NR function for Symmetric Cone Complementarity Problems”, 2008（submitted to Advance in Mathematics）. |
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