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Boosting and margin theory 被引量:4
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作者 Jufu FENG Liwei WANG +3 位作者 masashi sugiyama Cheng YANG Zhi-Hua ZHOU Chicheng ZHANG 《Frontiers of Electrical and Electronic Engineering in China》 CSCD 2012年第1期127-133,共7页
Many researchers have worked on the ex- planation of AdaBoost's good experimental results in theory. Some work give an upper bound of generaliza- tion error in terms of the margin distribution function, while Breiman... Many researchers have worked on the ex- planation of AdaBoost's good experimental results in theory. Some work give an upper bound of generaliza- tion error in terms of the margin distribution function, while Breiman gave a sharper generalization error bound based on minimum margin. He also developed the arc- gv algorithm to maximize the minimum margin, then made the minimum margin larger than AdaBoost. How- ever, its empirical results are even worse than AdaBoost. Therefore, is the minimum margin bound not practi- cal? This paper gives a new concept called Equilibrium margin (Emargin) and proves a new generalization er- ror bound using Emargin, which is always better than minimum margin bound. In addition, we show Emargin is a good indicator of generalization. Then, we conduct experiments showing that the Emargin of AdaBoost is larger than arc-gv, but the generalization error of Ada- Boost is usually better. 展开更多
关键词 BOOSTING MARGIN EXPLANATION GENERALIZATION
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