CVPR13 Rolling Riemannian Manifolds to Solve the Multi-class Classification Problem
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因为一直在做与流形相关的东西，所以对这篇oral格外关注~
不知道为么这篇paper可以上oral~ 希望读完能够找到答案，分析之.
解析paper：CVPR13 +Rolling Riemannian Manifolds to Solve the Multi-class Classification Problem
几何框架下，在黎曼流形上，学习有监督分类模型。
怎么感觉这个立论很牵强？ 二类到多类。。
创新点：Rolling map (把流形上的数据投影到仿射切空间。。)
虽然不太确定这篇paper，有很大的突破~
因为Grassmann manifold及其应用，本来效果就很好~
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