返回首页
苏宁会员
购物车 0
易付宝
手机苏宁

服务体验

店铺评分与同行业相比

用户评价:----

物流时效:----

售后服务:----

  • 服务承诺: 正品保障
  • 公司名称:
  • 所 在 地:

  • 四元数矩阵特征值问题:保结构算法与应用 贾志刚 著 专业科技 文轩网
  • 新华书店正版
    • 作者: 贾志刚著
    • 出版社: 科学出版社
    • 出版时间:2020-06-01 00:00:00
    送至
  • 由""直接销售和发货,并提供售后服务
  • 加入购物车 购买电子书
    服务

    看了又看

    商品预定流程:

    查看大图
    /
    ×

    苏宁商家

    商家:
    文轩网图书旗舰店
    联系:
    • 商品

    • 服务

    • 物流

    搜索店内商品

    商品分类

         https://product.suning.com/0070067633/11555288247.html

     

    商品参数
    • 作者: 贾志刚著
    • 出版社:科学出版社
    • 出版时间:2020-06-01 00:00:00
    • 版次:1
    • 印次:1
    • 印刷时间:2020-10-01
    • 页数:164
    • 开本:32开
    • 装帧:平装
    • ISBN:9787030638878
    • 国别/地区:中国
    • 版权提供:科学出版社

    四元数矩阵特征值问题:保结构算法与应用

    作  者:贾志刚 著
    定  价:88
    出 版 社:科学出版社
    出版日期:2020年06月01日
    页  数:164
    装  帧:精装
    ISBN:9787030638878
    主编推荐

    内容简介

    This book is intended to provide the fundamental material for young researchers of the quaternion matrix eigenvalue problem.Starting from the origin of the right eigenvalue problem of quaternion matrices,we introduce the basic theory and methods of quaternion matrices in the first chapter.In the second chapter,we study the eigenvalue problem of general quaternion matrices,including the structure-pnull

    作者简介

    精彩内容

    目录
    Chapter 1 Introduction
    Chapter 2 Basic Quaternion Matrix Theory
    2.1 Quaternion Matrices
    2.2 Quaternion Matrix Eigenvalue Problems
    2.3 Unitary Quaternion Transformations
    2.3.1 Improved Householder-Based Transformations
    2.3.2 Generalized Quaternion Givens Transformations
    2.4 Complex and Real Counterpart Methods
    2.5 JRS-Symmetric Matrices
    Chapter 3 General Quaternion Matrix Eigenvalue Problem
    3.1 Structure-Preserving QR Algorithm
    3.1.1 The Upper JRS-Hessenberg Form
    3.1.2 Structure-Preserving Decompositions
    3.1.3 The Structure-Preserving JRS-Hessenberg QR Iteration
    3.2 Quaternion QR Algorithm
    3.2.1 The Quaternion Hessenberg Reduction
    3.2.2 Quaternion Hessenberg QR Factorization
    3.2.3 Implicit Double Shift Quaternion QR Algorithm
    3.2.4 Numerical Examples
    3.3 The Power and Inverse Power Methods
    3.3.1 The Power Method
    3.3.2 The Inverse Power Method
    3.4 Perturbation Theory
    3.4.1 The Perturbation of Eigenvalues
    3.4.2 Simple Eigenpairs
    3.5 Conclusion
    Chapter 4 Hermitian Quaternion Matrix Eigenvalue Problem
    4.1 Background
    4.2 2×2 Block Structure Preserving Method
    4.2.1 Structure-Preserving Method
    4.2.2 Structure-Preserving Algorithm
    4.2.3 Numerical Examples
    4.3 4×4 Block Structure-Preserving Method
    4.3.1 Structure-Preserving Tridiagonalizing
    4.3.2 Right Eigenvalue Problem
    4.3.3 Structure-Preserving Algorithm
    4.3.4 Numerical Examples
    4.4 Structure-Preserving Jacobi Algorithm
    4.4.1 History of Jacobi Algorithm
    4.4.2 Structure-Preserving Jacobi Algorithm
    4.4.3 Numerical Examples
    4.5 Lanczos Method for Large-Scale Quaternion Singular Value Decomposition
    4.5.1 History of Lancozos Method
    4.5.2 The Quaternion Lanczos Method
    4.5.3 Lanczos-Based Algorithms
    4.5.4 Numerical Examples
    4.6 Conclusion
    Chapter 5 Applications
    5.1 Quaternion Principal Component Analysis
    5.1.1 Representation and Compression of Color Face Images
    5.1.2 Face Recognition in Color
    5.1.3 Experiments
    5.2 Two Dimensional Quaternion Principal Component Analysis
    5.2.1 Color 2DPCA Approach
    5.2.2 Experiments
    5.3 Color Image Inpainting
    5.3.1 Preliminaries
    5.3.2 Robust Quaternion Matrix Completion
    5.3.3 Experiments
    5.4 Color Watermarking
    5.4.1 Embedding and Extracting Procedure
    5.4.2 Evaluation Criteria
    5.4.3 Experiments
    5.5 Conclusion
    Bibliography
    Book list of the Series in Information and Computational Science
    Color Figures

    售后保障

    最近浏览

    猜你喜欢

    该商品在当前城市正在进行 促销

    注:参加抢购将不再享受其他优惠活动

    x
    您已成功将商品加入收藏夹

    查看我的收藏夹

    确定

    非常抱歉,您前期未参加预订活动,
    无法支付尾款哦!

    关闭

    抱歉,您暂无任性付资格

    此时为正式期SUPER会员专享抢购期,普通会员暂不可抢购