标题：林贵华
Internation国际烹饪艺术大师
  中国餐饮行业的传奇人物故事
姓名：林贵华 先生:/Mr Jackie Lin　　国际餐饮品牌：食神鼎逸 （创始人）　　香港珍逸国际酒店管理有限公司 总 裁
HH华赫（投资）控股集团 总 裁
万逸海派酒店投资管理有限公司 总 裁
食神鼎逸餐饮投资发展有限公司 总 裁
万逸凤凰会度假酒店管理有限公司 总 裁
国际烹饪艺术大师　　Internation　　　国际厨皇会（会员）　　International chef Wong (members)　　欧洲美食家协会（评审委员）　　　European Association for Accreditation (Governor Commtent member)　　法国美食协会（蓝带勋章）　　French Food Association (Blue Ribbon Medal)　　法国美食协会（优异之星）　　French Food Association (Merit Star)　　香港国际美食促进会（会 员）　　Hong Kong International Food Association (Member)　　中国饭店协会（策划大师）　　China Hotel Association (Strategic Award)　　中国菜系创新优秀企业家　　Chinese cuisine innovation outstanding entrepreneurs　　　推动行业发展（终身成就奖）　　Promote the development of the industry (lifetime achievement award)　　推动行业发展（特别贡献奖）　　Promote the development of the industry (Special Contribution Award)　　全国饭店业（专家委员）　　National hotel Industry(the expert members)　　全国饭店业（国家级评委）　　National Hotel Industry (National CRIC)　　
林贵华，四川省泸州市人：
HH华赫（投资）控股集团、香港珍逸国际酒店管理有限公司及国际餐饮品牌食神鼎逸等创始人、总裁。
国际烹饪艺术大师，被誉为“中国饮食王子”。第十一届“唐山市政协委员”。林贵华16岁时，
从最底层的服务员开始，白手起家、不到40岁即成为多家酒店企业的投资业主，真正建立了一个属于
自己的餐饮王国。
以下媒体都有过相关报道：
南方都市频道、《行业》创新就是价值
深圳电视台、南方都市频道、北京电视台、河北电视台、
名厨杂志、世界饮食杂志、美食美酒杂志、深圳日报、
河北食品周刊、中国明星厨师创新菜、名厨宝典
林贵华先生1996年入行以来接待过很多国家领导人,以及社会名流，当红影视明星。为人热情、豪爽、谦虚、 谨慎。林贵华先生不仅擅长传统粤菜的制作管理，而且更加注重传统菜品与时尚元素的融合，他不断改进烹饪工艺，为顾客提供更美味的菜肴。他对于每一道菜的选料和制作上都严格遵循“精工细作”的原则，口味上更加的适合大众群体，并对有特殊要求的客人为其“量身定做”，达到让客人满意。“继承传统、不断创新、学为己用、融和中西”是他的烹饪理念。其作品和个人经历在多家电视台、高端杂志进行过报道。
HH华赫（投资）控股集团
林贵华先生投资始创HH华赫（投资）控股集团，旗下有MILLION LEIURE万逸、SSDE食神、HH华赫三大酒店投资管理公司，业务遍布香港、北京、天津、唐山、保定、黄骅、秦皇岛、鄂尔多斯、包头等多个省市。HH集团创立了多个著名餐饮品牌，如：食神鼎逸、珍逸食神、珍逸轩、琦珍鲍鱼、君客会 、万逸海派酒店和华赫艺术酒店等。HH旗下的公司多年来先后获得过“中国餐饮十强企业”、“中华餐饮名店”、“全国服务业先进单位”、“地方纳税大户”等荣誉称号，并在多个国家级、世界级的烹饪大赛中荣获骄人的成绩。HH致力于推动传统中菜与现代管理的有机结合，以发扬中华餐饮事业为宗旨、高效益的管理为中心，秉持卓越的服务、一流的出品，在餐饮项目策划、管理、人才培训等方面均取得了显著的社会成效。HH，现代中国餐饮企业的典范，正以其强劲的发展势头，开创中国酒店服务行业新纪元。

大连理工大学教授
基本资料姓名：林贵华
所在学校：大连理工大学
所属院系：数学科学学院
职称：教授个人简介2006.06–至 今，大连理工大学应用数学系，博士生导师.
2004.08–至 今，大连理工大学应用数学系，教授.
1994.12–2000.09，大连理工大学应用数学系，讲师.
1992.07–1994.11，大连理工大学应用数学系，助教.
2010.06–2010.07，加拿大维多利亚大学，Visiting Professor.
2009.07–2009.09，英国南安普顿大学，Visiting Professor.
2009.04–2009.06，香港理工大学应用数学系，Research Fellow.
2004.11–2006.11，日本京都大学大学院情报学研究科，日本学术振兴会外国人特别研究员
(JSPS Postdoctoral Fellow for Foreign Researchers).
2004.05–2004.07，香港理工大学应用数学系，Research Associate.
2000.10–2004.03，日本京都大学大学院情报学研究科研究生，2004年3月获得博士学位.社会兼职(1) Co-Guest Editor (with Profs. Chen Xiaojun and Chen Zhiping) for Pacific Journal of Optimization (SCI-E杂志): Special issue on Stochastic Programming and Its Applications, Vol.7, No.2, 2011 
(2) 《运筹与模糊学》编委（2012.01-）
(3) 近年来多次为下列国际知名杂志审稿： 
● SIAM Journal on Optimization（SCI杂志）; 
● Mathematics of Operations Research（SCI杂志）; 
● Journal of Optimization Theory and Applications（SCI杂志）; 
● Annals of Operations Research（SCI杂志）; 
● European Journal of Applied Mathematics（SCI杂志）; 
● Journal of Global Optimization（SCI杂志）; 
● Computational Optimization and Applications（SCI-E杂志）; 
● Mathematical Methods of Operations Research (SCI-E杂志); 
● European Journal of Operations Research (SCI-E杂志); 
● Numerical Algorithms (SCI-E杂志); 
● Optimization Methods and Software（SCI-E杂志）; 
● Numerical Functional Analysis and Optimization（SCI-E杂志）; 
● Journal of Industrial and Management Optimization（SCI-E杂志）; 
● Pacific Journal of Optimization（SCI-E杂志）; 
● Optimization（SCI-E杂志）; 
● Asia-Pacific Journal of Operations Research（SCI-E杂志）. 硕博研究方向● 变分不等式问题、非线性互补问题、广义Nash均衡问题
● 含有均衡约束的最优化问题
● 双层规划问题
● 供应链网络优化、金融优化等出版著作和论文Selected Publications: 
● 《非线性最优化基础》，Masao Fukushima著，林贵华译，科学出版社，2011.05
● Lei Guo (研究生) and Gui-Hua Lin, Notes on some constraint qualifications for mathematical programs with equilibrium constraints, Journal of Optimization Theory and Applications, to appear. 
● Yanchao Liang (研究生) and Gui-Hua Lin, Stationarity conditions and their reformulations for mathematical programs with vertical complementarity constraints, Journal of Optimization Theory and Applications, to appear. 
● Yongchao Liu (研究生), Huifu Xu and Gui-Hua Lin, Stability analysis of one stage stochastic mathematical programs with complementarity constraints, Journal of Optimization Theory and Applications, 152 (2012), 537-555. （SCI IDS Number: 889PP ）
● Mei-Ju Luo (研究生) and Gui-Hua Lin, Sample average approximation method for solving a deterministic formulation for box constrained stochastic variational inequality problems, Asia-Pacific Journal of Operations Research, 29 (2012), #1250014. 
（SCI IDS Number: 925HB ）
● Yongchao Liu (研究生) and Gui-Hua Lin, Convergence analysis of a regularized sample average approximation method for stochastic mathematical programs with complementarity constraints, Asia-Pacific Journal of Operational Research, 28 (2011), 755-771. 
（SCI IDS Number: 874BZ; EI Accession Number: 20120314684898）
● Mingzheng Wang, Gui-Hua Lin, Yuli Gao and M.M. Ali, Sample average approximation method for a class of stochastic variational inequality problems, Journal of Systems Science and Complexity, 24 (2011), 1143-1153.
（SCI IDS Number: 858LK ）
● Yongchao Liu (研究生), Huifu Xu and Gui-Hua Lin, Stability analysis of two stage stochastic mathematical programs with complementarity constraints via NLP-regularization, SIAM Journal on Optimization, 21 (2011), 669-705. 
（SCI IDS Number: 827CY）
● Mei-Ju Luo (研究生) and Gui-Hua Lin, Stochastic variational inequality problems with additional constraints and their applications in supply chain network equilibria, Pacific Journal of Optimization, 7 (2011), 263-279. 
（SCI IDS Number: 779DH）
● Yongchao Liu (研究生), Jin Zhang (研究生) and Gui-Hua Lin, Stochastic mathematical programs with hybrid equilibrium constraints, Journal of Computational and Applied Mathematics, 235 (2011), 3870-3882. 
（SCI IDS Number: 773CV）
● Mingzheng Wang, M.M. Ali and Gui-Hua Lin, Sample average approximation method for stochastic complementarity problems with applications to supply chain supernetworks, Journal of Industrial and Management Optimization, 7 (2011), 317-345.
（SCI IDS Number: 764GF）
● Xiaojun Chen and Gui-Hua Lin, CVaR-based formulation and approximation method for stochastic variational inequalities, Numerical Algebra, Control and Optimization, 1 (2011), 35-48.
● Gui-Hua Lin and Masao Fukushima, Stochastic equilibrium problems and stochastic mathematical programs with equilibrium constraints: A survey, Pacific Journal of Optimization, 6 (2010), 455-482. 
（SCI IDS Number: 663XU）
● Mei-Ju Luo (研究生) and Gui-Hua Lin, Convergence results of the ERM method for nonlinear stochastic variational inequality problems, Journal of Optimization Theory and Applications, 142 (2009), 569-581.
（SCI IDS Number: 489VB）. 
● Gui-Hua Lin, Combined Monte Carlo sampling and penalty method for stochastic nonlinear complementarity problems, Mathematics of Computation, 78 (2009), 1671-1686. 
（SCI IDS Number: 487SZ）
● Mei-Ju Luo (研究生) and Gui-Hua Lin, Expected residual minimization method for stochastic variational inequality problems, Journal of Optimization Theory and Applications, 140(2009), 103-116.
(SCI IDS Number: 393VO)
● Gui-Hua Lin, Xiaojun Chen and Masao Fukushima, Solving stochastic mathematical programs with equilibrium constraints via approximation and smoothing implicit programming with penalization, Mathematical Programming, 116(2009), 343-368. 
(SCI IDS Number: 316QI)
● Gui-Hua Lin, Huifu Xu and Masao Fukushima, Monte Carlo and quasi-Monte Carlo sampling methods for a class of stochastic mathematical programs with equilibrium constraints, Mathematical Methods of Operations Research, 67(2008), 423-441.
(SCI/ISTP IDS Number: 304AA; EI Accession Number: 082211279644)
● Gui-Hua Lin, Modified relaxation method for mathematical programs with complementarity constraints, Mathematical Methods in the Applied Sciences, 30(2007), 2179-2195.
(SCI IDS Number: 237AP; EI Accession Number: 074710933960)
● Gui-Hua Lin, Xiaojun Chen and Masao Fukushima, New restricted NCP functions and their applications to stochastic NCP and stochastic MPEC, Optimization, 56(2007), 641-653.
(SCI IDS Number: 233ZU)
● Gui-Hua Lin and Masao Fukushima, New reformulations and smoothed penalty method for stochastic nonlinear complementarity problems, Optimization Methods and Software, 21(2006), 551-564. 
(SCI/ISTP IDS Number: 056ZY; EI Accession Number: 06289984738)
● Gui-Hua Lin and Masao Fukushima, Hybrid approach with active set identification for mathematical programs with complementarity constraints, Journal of Optimization Theory and Applications, 128(2006), 1-28. 
(SCI IDS Number: 005LW)
● Gui-Hua Lin and Masao Fukushima, A class of stochastic mathematical programs with complementarity constraints: Reformulations and algorithms, Journal of Industrial and Management Optimization, 1(2005), 99-122. 
(SCI IDS Number: 088IA)
● Gui-Hua Lin and Masao Fukushima, Regularization method for stochastic mathematical programs with complementarity constraints, European Series of Applied and Industrial Mathematics (ESAIM): Control, Optimisation and Calculus of Variations, 11(2005), 252-265. 
(SCI IDS Number: 953VF; EI Accession Number: 06049661321)
● Gui-Hua Lin, Liwei Zhang and Liping Pang, Two projection-type methods for pseudo-monotone variational inequality problems, OR Transactions, 9(2005), 58-64. 
● Gui-Hua Lin and Masao Fukushima, A modified relaxation scheme for mathematical programs with complementarity constraints, Annals of Operations Research, 133 (2005), 63-84. 
(SCI/ISTP IDS Number: 901TN)
● Masao Fukushima and Gui-Hua Lin, Smoothing methods for mathematical programs with equilibrium constraints, survey paper. Proceedings of the ICKS'04, IEEE Computer Society, 206-213, 2004. 
(ISTP IDS Number: BAL35; EI Accession Number: 04538753274)
● Gui-Hua Lin and Masao Fukushima, New relaxation method for mathematical programs with complementarity constraints, Journal of Optimization Theory and Applications, 118 (2003), 81-116. 
(SCI IDS Number: 700QZ)
● Gui-Hua Lin and Masao Fukushima, Some exact penalty results for nonlinear programs and mathematical programs with equilibrium constraints, Journal of Optimization Theory and Applications, 118 (2003), 67-80. 
(SCI IDS Number: 700QZ) 
● Gui-Hua Lin, Xiaojun Chen and Masao Fukushima, Smoothing implicit programming approaches for stochastic mathematical programs with linear complementarity constraints, Technical Report 2003-006, Department of Applied Mathematics and Physics, Kyoto University.
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