楼主: lightyang
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请教Bayesian regression? [推广有奖]

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lightyang 发表于 2005-11-3 15:51:00 |AI写论文

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请问Bayesian regression或Bayesian method和通常的回归有什么不同呢?

谢谢!

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关键词:regression regressio Bayesian regress Bayes Bayesian regression

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zhaosweden 发表于2楼  查看完整内容

In classical econometrics, we assume that the true parameters, say, alpha and beta, are fixed. they are points. also, to evaluate different models, we need that model A is nested in Model B. Bayesians assume the true parameter follows a distribution. Of course, a point a just a degenerate distribution. Bayesian model selection is free from nesting constarints. In order to estimate a model, you ...

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沙发
zhaosweden 发表于 2005-11-3 19:53:00

In classical econometrics, we assume that the true parameters, say, alpha and beta, are fixed. they are points.

also, to evaluate different models, we need that model A is nested in Model B.

Bayesians assume the true parameter follows a distribution. Of course, a point a just a degenerate distribution.

Bayesian model selection is free from nesting constarints.

In order to estimate a model, you must have some prior(s) for the parameter of inetrest.

A lot of numerical methods have a close link to Bayesian methods.

Sometimes, a large fraction of the effort is in the selection of priors aiming to find a analytical posterior, or partly analytical results.

.................

One needs to be very good in Matrix Algebra to do Bayesian methods

[此贴子已经被作者于2005-11-3 20:06:17编辑过]

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藤椅
constant 发表于 2005-11-3 20:42:00

希望大家多提供这方面的资料哦

板凳
lightyang 发表于 2005-11-3 21:31:00

谢谢zhaosweden的解答!

可是还是不是太明白,我就是在有关矩阵的估计中看到这种方法,但采用这种方法有什么特殊意义呢,比如有分布的alpha and beta又意味着什么呢?在什么情况下需要采用这种方法呢?

报纸
terryzz5 发表于 2006-11-27 22:17:00

'alpha and beta'

y = a + bx + e where a = alpha  b = beta and e = error

well, in a matrix system or we call it state space model, a regression can be represented as:

y = F*X + v  

F = F_hat + w

------->

F = [a b] and X = [1 x]'

bayesian method can be applied. a and b are two time-varying parameters.



[此贴子已经被作者于2006-11-27 22:22:59编辑过]

地板
dingdan1023 发表于 2011-6-10 08:44:34
现在bayesian用处很广,如果有比较系统的资料总结就好了

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