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线性代数(第2版)/付宇 版权信息
- ISBN：9787564367312
- 条形码：9787564367312 ; 978-7-5643-6731-2
- 装帧：一般胶版纸
- 册数：暂无
- 重量：暂无
- 所属分类：>
线性代数(第2版)/付宇 内容简介
本书为教材，由长期在经济、管理类专业教授《经济数学》课程的一线教师在版的基础上，结合教学实践反复修订而成。本次修订是依据经济、管理类专业本科线性代数课程教学要求，参照近年来线性代数课程的实际教学经验及教材建设成果而成的，在内容编排、理论描述及例题习题选择上，做了进一步的调整和优化，以使全书逻辑性更强、主次更加分明、论述更加通俗易读。主要内容包括行列式、矩阵及其运算、线性方程组、向量组的线性相关性、相似矩阵及矩阵对角化、二次型等，它涵盖了经管类专业对线性代数知识的基本要求，并进行适当扩展以满足更深层次的学习。本书可供各高等院校经济、管理类各专业本科教学使用，也可供自学者、经管类考研者选读，具有较强的实用性。
线性代数(第2版)/付宇 目录
目 录
第1章 行列式················································································································ 1
§1.1 二阶与三阶行列式····························································································· 1
习题1.1···················································································································· 5
§1.2 排列与对换······································································································· 6
习题1.2···················································································································· 8
§1.3 n阶行列式······································································································· 9
习题1.3··················································································································· 11
§1.4 行列式的性质·································································································· 12
习题1.4··················································································································· 16
§1.5 行列式按一行（列）展开················································································· 18
习题1.5··················································································································· 24
综合练习1··············································································································· 26
......
第6章 二次型············································································································· 131 §6.1 二次型与对称矩阵························································································· 131 习题6.1················································································································· 133 §6.2 二次型的标准形····························································································· 134 习题6.2················································································································· 142 §6.3 二次型的有定性····························································································· 142 习题6.3················································································································· 148 综合练习6············································································································· 149 参考文献······················································································································ 150
第6章 二次型············································································································· 131 §6.1 二次型与对称矩阵························································································· 131 习题6.1················································································································· 133 §6.2 二次型的标准形····························································································· 134 习题6.2················································································································· 142 §6.3 二次型的有定性····························································································· 142 习题6.3················································································································· 148 综合练习6············································································································· 149 参考文献······················································································································ 150
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线性代数(第2版)/付宇 作者简介
付宇，男，1981年11月出生，理学硕士、经济学博士。现于四川理工学院管理学院任教，副教授。主要从事产业组织、消费者行为等方面的研究，长期从事经济、管理类专业的《经济数学》《博弈论》《计量
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