测度论概要(纠斜+书签)

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本书重新构建测度论的结构,精选测度论的内容,以较小的篇幅阐述测度论的经典成果。本书从方法论的角度来介绍测度论。内容主要有:单调类定理,测度扩张定理,积分收敛定理,Fubini定理,Radon-Nikodym定理和Prohorov定理等。  本书可作为概率统计和其它数学专业的研究生教材,也可作为数学工作者的参考书。

Author(s): 丁万鼎
Publisher: 安徽人民出版社
Year: 2005

Language: Chinese
Pages: 121
City: 合肥

版权
前言
目录
Ⅰ. 单调类定理
Ⅱ. 测度扩张定理
Ⅲ. 积分收敛定理
Ⅳ. Radon-Nikodym定理
Ⅴ. Fubini定理
Ⅵ. 条件数学期望
Ⅶ. Prohorov定理
参考文献
内容索引