[阅读笔记]Introduction to Boosted Trees
2017-07-24 15:06
351 查看
概念(要学什么)
回归树(CART)
回归树emsemble
模型
$$y_i = \sum_{k=1}^{K}f_k(x_i) , f \in F$ $参数
GB(如何学习)
additve training(boosting)
L(t)=∑i=1nl(yi,ŷ (t−1)i+ft(xi))+Ω(ft)L(t)≈∑i=1n[l(yi,ŷ (t−1)i)+gif(xi)+12h2if2(xi)]+Ω(ft)
很关键的一点
gi=∂ŷ (t−1)il(yi,ŷ (t−1)i)
hi=∂2ŷ (t−1)il(yi,ŷ (t−1)i)
L̃ (t)=∑i=1n[gif(xi)+12h2if2(xi)]+γT+12λ∑j=1Tw2j
Rabit文档
https://github.com/dmlc/rabit/blob/master/doc/guide.md
allreduce和ps的对比
http://hunch.net/?p=151364
陈天奇关于rabit的说明
http://weibo.com/p/1001603801281637563132?pids=Pl_Official_CardMixFeedv6__4&feed_filter=2
相关文章推荐
- 《Mining Text Data》阅读笔记---第1章 An Introduction to Text Mining
- Introduction to Parallel Computing 阅读笔记
- Introduction to Parallel Computing 阅读笔记
- Introduction to Chrome Developer Tools——阅读笔记
- Introduction to Parallel Computing 阅读笔记
- Introduction to Parallel Computing 阅读笔记
- Introduction to Boosted Trees
- Introduction to Parallel Computing 阅读笔记
- Introduction to Parallel Computing 阅读笔记
- Introduction to Parallel Computing 阅读笔记
- Introduction to Parallel Computing 阅读笔记
- Introduction to Parallel Computing 阅读笔记
- Introduction to Parallel Computing 阅读笔记
- Introduction to Parallel Computing 阅读笔记
- Hybrid code networks: practical and efficient end-to-end dialog control阅读笔记
- Gradient-Based Learning Applied to Document Recognition LeNet-5部分阅读笔记
- Udacity cs344-Introduction to Parallel Programming学习笔记-第一单元
- Introduction to discrete event system-学习笔记4.6
- MSDN Kernel-Mode Driver Architecture学习笔记(1)——Introduction to Windows Drivers(1)
- 2011斯坦福大学iOS应用开发教程学习笔记(第一课)MVC.and.Introduction.to.Objective-C