Overview
- Authors:
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Chao Jiang
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College of Mechanical and Vehicle Engineering, Hunan University, Changsha, China
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Xu Han
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Hebei University of Technology, Hongqiao District, China
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Huichao Xie
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College of Material Science and Engineering, Central South University of Forestry and Technology, Changsha, China
- Presents cutting-edge research advances, including recently developed models and methods for core scientific issues of interval uncertain optimization
- Includes a symmetrical study of nonlinear interval optimization and related methods
- Features abundant figures and tables making the illustrations of theory intuitive and easy to understand
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Table of contents (13 chapters)
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- Chao Jiang, Xu Han, Huichao Xie
Pages 1-24
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- Chao Jiang, Xu Han, Huichao Xie
Pages 25-34
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- Chao Jiang, Xu Han, Huichao Xie
Pages 35-59
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- Chao Jiang, Xu Han, Huichao Xie
Pages 61-77
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- Chao Jiang, Xu Han, Huichao Xie
Pages 79-102
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- Chao Jiang, Xu Han, Huichao Xie
Pages 103-129
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- Chao Jiang, Xu Han, Huichao Xie
Pages 131-177
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- Chao Jiang, Xu Han, Huichao Xie
Pages 179-194
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- Chao Jiang, Xu Han, Huichao Xie
Pages 195-217
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- Chao Jiang, Xu Han, Huichao Xie
Pages 219-234
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- Chao Jiang, Xu Han, Huichao Xie
Pages 235-246
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- Chao Jiang, Xu Han, Huichao Xie
Pages 247-258
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- Chao Jiang, Xu Han, Huichao Xie
Pages 259-284
About this book
This book systematically discusses nonlinear interval optimization design theory and methods. Firstly, adopting a mathematical programming theory perspective, it develops an innovative mathematical transformation model to deal with general nonlinear interval uncertain optimization problems, which is able to equivalently convert complex interval uncertain optimization problems to simple deterministic optimization problems. This model is then used as the basis for various interval uncertain optimization algorithms for engineering applications, which address the low efficiency caused by double-layer nested optimization. Further, the book extends the nonlinear interval optimization theory to design problems associated with multiple optimization objectives, multiple disciplines, and parameter dependence, and establishes the corresponding interval optimization models and solution algorithms. Lastly, it uses the proposed interval uncertain optimization models and methods to deal with practical problems in mechanical engineering and related fields, demonstrating the effectiveness of the models and methods.
Authors and Affiliations
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College of Mechanical and Vehicle Engineering, Hunan University, Changsha, China
Chao Jiang
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Hebei University of Technology, Hongqiao District, China
Xu Han
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College of Material Science and Engineering, Central South University of Forestry and Technology, Changsha, China
Huichao Xie
About the authors
Dr. Jiang obtained his Ph.D. in Mechanical Engineering from Hunan University in 2008. Since then, he has been working as a professional staff at the College of Mechanical and Vehicle Engineering of Hunan University. He was promoted to full professor in 2011 and was appointed executive dean of the college in 2018. His academic research is mainly focused on mechanical design, with particular interests in the scientific issues of structural reliability, optimization design, and fracture and fatigue. He has published about 120 scientific papers in peer-reviewed international journals and received more than 3,000 citations. Dr. Jiang is member of editorial board of several international and domestic journals in the field of mechanical engineering science. He also serves on the committees of several major academic societies related to mechanical engineering, and has organized a series of international academic conferences dedicated to promoting the progress of mechanical engineering science. Dr. Jiang received some reputable honors and awards in China, such as the Leading Talent in Science and Technology Innovation of “Ten Thousand Talents Program”, Holder of the National Natural Science Foundation for Distinguished Young Scholars. Moreover, he is also the principal investigator of a multidisciplinary research team at Hunan University that has established a good reputation internationally.
