Name: Statistical Decision Theory and Bayesian Analysis
ISBN: 9780387960982

Statistical Decision Theory and Bayesian Analysis

作者: James O. Berger
出版社: Springer
出版年: 1993-3-25
页数: 618
定价: USD 124.00
装帧: Hardcover
丛书: Springer Series in Statistics
ISBN: 9780387960982

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9.3

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内容简介 · · · · · ·

In this new edition the author has added substantial material on Bayesian analysis, including lengthy new sections on such important topics as empirical and hierarchical Bayes analysis, Bayesian calculation, Bayesian communication, and group decision making. With these changes, the book can be used as a self-contained introduction to Bayesian analysis. In addition, much of the...

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丛书信息 · · · · · ·

　　Springer Series in Statistics(共48册)，这套丛书还有《The Elements of Statistical Learning》《An Introduction to Sequential Monte Carlo》《A Statistical Model》《Theory of Statistics》《Aspects of Risk Theory (Springer Series in Statistics)》等。

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我来说两句

短评 · · · · · · ( 全部 5 条 )

Statistical Decision Theory and Bayesian Analysis的书评 · · · · · · ( 全部 4 条 )

热门只看本版本的评论

yang_bigarm 2011-07-07 02:09:24 中国统计出版社1998版

一个小小的总结

为了要搞论文，我从图书馆借了一堆贝叶斯的书来看，虽然看得不算全面，还是在这里做一个小小的总结：　　茆诗松《贝叶斯统计》 http://book.douban.com/subject/1551888/ 目前看过的讲贝叶斯方法最通俗易懂的书了张连文《贝叶斯网引论》 http://book.douban.com/subj... (展开)

161

1 21回应

小胖 2012-10-28 19:00:20 世界图书出版公司2004版

经典，尽管有点老

此书如何如何经典，我就不再赘述了。首先自己并未将书正本看完，而只是看了贝叶斯的部分(前4章)，其次看的比较快，用了不到一个月吧。下面说说自己读书过程中的几点感触。 1.此书的感觉就是确实比较好，但是需要读者有一定基础，否则就有云里雾里的感觉。作者默认读者已经掌握... (展开)

6回应

Rawzq 2018-11-09 10:57:12 世界图书出版公司2004版

摘自Amazon

摘自Amazon This book (which is becoming somewhat of a classic) is simply outstanding. The author's philosophical and mathematical reasoning is impeccable. This book is very deep and will not just teach you theory and techniques but will teach you how to thi... (展开)

0回应

李豆瓣9527 2016-04-19 11:38:23

很多概念比较混淆啊，还是我没看懂？

比如这些概念： Bayesian decision theory, Bayesian analysis, decision theory, non-bayesian decision theory区别是什么? decision rule vs action Bayesian expected loss vs Bayes risk vs frequentist risk vs risk function of a decision rule Bayes action vs Bay... (展开)

1回应

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