
| 王小青,中山大学教师,曾在山东大学获得理学学士、香港中文大学获得哲学硕士和博士学位,她的教学及科研主要集中在优化模型的构建及算法上。她及合作者曾在国际优化领域的高级别杂志士发表过论文。曾参与了国际杂志,包括《优化》、《亚太运筹学》等的审稿工作。 |
| Chapter 1 Introduction Chapter 2 Literature review Chapter 3 Separated continuous linear programming: duality theory and solution method 3. 1 Linear programming and SCLP 3.2 An economic input/output problem 3.3 Duality theory and algorithm 3.4 Numerical result 3.5 Discussion Chapter 4 Generalized separated continuous linear programming Chapter 5 Separated continuous conic programming 5.1 Conic programming and SCCP 5.2 Applications 5.2. 1 Robust SCLP 5.2.2 Sign-constrained linear quadratic control 5.2.3 A fluid network problem 5.3 Duality theory and algorithm 5.4 Numerical results Chapter 6 Generalized separated continuous conic programming 6.1 Duality theory and solution method 6.2 Numerical example Chapter 7 Conclusion and future research directions 7.1 Conclusion 7.2 Future research directions Bibliography |
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