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线性代数高级教程-矩阵理论及应用 A Second Course in Linear Algebra PDF

425 Pages·2020·60.559 MB·other
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by Stephen Ramon Garcia, Roger A.Horn| 2020| 425 pages| 60.559| other

About 线性代数高级教程-矩阵理论及应用 A Second Course in Linear Algebra

<span>本书涵盖了线性代数尤其是矩阵理论中所有基本且重要的内容,包括:向量空间,内积空间与赋范向量空间,分块矩阵,矩阵的特征值与特征向量、特征多项式与极小多项式,酉三角化与分块对角化,矩阵的相似与标准型,矩阵的三角化、对角化以及多个矩阵的同时对角化,交换的矩阵族,矩阵的各种分解,特征值交错现象与惯性定理,各种特殊而重要的矩阵(酉矩阵、Hermite阵与斜Hermite阵、对称阵与斜对称阵、半正定矩阵与正定矩阵、正规矩阵以及各种特殊的正规矩阵等)等. 此外,书中还配有一定数量、难度适宜的习题,启发读者进一步思考.</span><p><span><b><i><u>已附上书签</u></i></b></span></p>

Detailed Information

Author:Stephen Ramon Garcia, Roger A.Horn
Publication Year:2020
ISBN:7111640047
Pages:425
Language:other
File Size:60.559
Format:PDF
Price:FREE
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