均匀试验设计的理论和应用
￥ 55.52 3.7折 ￥ 149 九五品
仅1件
北京通州
认证卖家担保交易快速发货售后保障
作者方开泰,刘民千,覃红,周永道
出版社科学出版社
ISBN9787030591104
出版时间2018-01
版次1
装帧精装
开本16开
纸张胶版纸
页数300页
定价149元
上书时间2025-01-06
商品详情
- 品相描述：九五品
- 商品描述
-
基本信息
书名:均匀试验设计的理论和应用
定价：149.00元
作者:方开泰,刘民千,覃红,周永道
出版社：科学出版社
出版日期：2018-01-01
ISBN：9787030591104
字数：
页码：300
版次：
装帧：精装
开本：16开
商品重量：
编辑推荐
内容提要
目录
1 Introduction1．1 Experiments1．1．1 Examples1．1．2 Experimental Characteristics1．1．3 Type of Experiments1．2 Basic Terminologies Used1．3 Statistical Models1．3．1 Factorial Designs and ANOVA Models1．3．2 Fractional Factorial Designs1．3．3 Linear Regression Models1．3．4 Nonparametric Regression Models1．3．5 Robustness of Regression Models1．4 Word-Length Pattern： Resolution and Minimum Aberration1．4．1 Ordering1．4．2 Defining Relation1．4．3 Word-Length Pattern and Resolution1．4．4 Minimum Aberration Criterion and Its Extension1．5 Implementation of Uniform Designs for Multifactor Experiments1．6 Applications of the Uniform DesignExercisesReferences2 Uniformity Criteria2．1 Overall Mean Model2．2 Star Discrepancy2．2．1 Definition2．2．2 Properties2．3 Generalized L2-Discrepancy2．3．1 Definition2．3．2 Centered Discrepancy2．3．3 Wrap-around L2-Discrepancy2．3．4 Some Discussion on CD and WD2．3．5 Mixture Discrepancy2．4 Reproducing Kernel for Discrepancies2．5 Discrepancies for Finite Numbers of Levels2．5．1 Discrete Discrepancy2．5．2 Lee Discrepancy2．6 Lower Bounds of Discrepancies2．6．1 Lower Bounds of the Centered Lz-Discrepancy2．6．2 Lower Bounds of the Wrap-around Lz-Discrepancy2．6．3 Lower Bounds of Mixture Discrepancy2．6．4 Lower Bounds of Discrete Discrepancy2．6．5 Lower Bounds of Lee DiscrepancyExercisesReferences3 Construction of Uniform Designs——Deterministic Methods3．1 Uniform Design Tables3．1．1 Background of Uniform Design Tables3．1．2 One-Factor Uniform Designs3．2 Uniform Designs with Multiple Factors3．2．1 Complexity of the Construction3．2．2 Remarks3．3 Good Lattice Point Method and Its Modifications3．3．1 Good Lattice Point Method3．3．2 The Leave-One-Out glpm3．3．3 Good Lattice Point with Power Generator3．4 The Cutting Method3．5 Linear Level Permutation Method3．6 Combinatorial Construction Methods3．6．1 Connection Between Uniform Designs and Uniformly Resolvable Designs3．6．2 Construction Approaches via Combinatorics3．6．3 Construction Approach via Saturated Orthogonal Arrays3．6．4 Further ResultsExercisesReferences……4 Construction of Uniform Designs——Algorithmic Optimization Methods5 Modeling Techniques6 Connections Between Uniformity and Other Design Criteria7 Applications of Uniformity in Other Design Types8 Uniform Design for Experiments with MixturesSubject Index
作者介绍
序言
1 Introduction1．1 Experiments1．1．1 Examples1．1．2 Experimental Characteristics1．1．3 Type of Experiments1．2 Basic Terminologies Used1．3 Statistical Models1．3．1 Factorial Designs and ANOVA Models1．3．2 Fractional Factorial Designs1．3．3 Linear Regression Models1．3．4 Nonparametric Regression Models1．3．5 Robustness of Regression Models1．4 Word-Length Pattern： Resolution and Minimum Aberration1．4．1 Ordering1．4．2 Defining Relation1．4．3 Word-Length Pattern and Resolution1．4．4 Minimum Aberration Criterion and Its Extension1．5 Implementation of Uniform Designs for Multifactor Experiments1．6 Applications of the Uniform DesignExercisesReferences2 Uniformity Criteria2．1 Overall Mean Model2．2 Star Discrepancy2．2．1 Definition2．2．2 Properties2．3 Generalized L2-Discrepancy2．3．1 Definition2．3．2 Centered Discrepancy2．3．3 Wrap-around L2-Discrepancy2．3．4 Some Discussion on CD and WD2．3．5 Mixture Discrepancy2．4 Reproducing Kernel for Discrepancies2．5 Discrepancies for Finite Numbers of Levels2．5．1 Discrete Discrepancy2．5．2 Lee Discrepancy2．6 Lower Bounds of Discrepancies2．6．1 Lower Bounds of the Centered Lz-Discrepancy2．6．2 Lower Bounds of the Wrap-around Lz-Discrepancy2．6．3 Lower Bounds of Mixture Discrepancy2．6．4 Lower Bounds of Discrete Discrepancy2．6．5 Lower Bounds of Lee DiscrepancyExercisesReferences3 Construction of Uniform Designs——Deterministic Methods3．1 Uniform Design Tables3．1．1 Background of Uniform Design Tables3．1．2 One-Factor Uniform Designs3．2 Uniform Designs with Multiple Factors3．2．1 Complexity of the Construction3．2．2 Remarks3．3 Good Lattice Point Method and Its Modifications3．3．1 Good Lattice Point Method3．3．2 The Leave-One-Out glpm3．3．3 Good Lattice Point with Power Generator3．4 The Cutting Method3．5 Linear Level Permutation Method3．6 Combinatorial Construction Methods3．6．1 Connection Between Uniform Designs and Uniformly Resolvable Designs3．6．2 Construction Approaches via Combinatorics3．6．3 Construction Approach via Saturated Orthogonal Arrays3．6．4 Further ResultsExercisesReferences……4 Construction of Uniform Designs——Algorithmic Optimization Methods5 Modeling Techniques6 Connections Between Uniformity and Other Design Criteria7 Applications of Uniformity in Other Design Types8 Uniform Design for Experiments with MixturesSubject Index
-
【封面】
— 没有更多了 —
以下为对购买帮助不大的评价