引用本文:刘法旺,贾云得.基于流形学习与隐条件随机场的人体动作识别.软件学报,2008,19(zk):69-77
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基于流形学习与隐条件随机场的人体动作识别
刘法旺1, 贾云得1
北京理工大学 计算机科学技术学院 智能信息技术北京市重点实验室 100081
摘要:
提出了一种基于流形学习与隐条件随机场(hidden conditional random fields,简称HCRF)的动作识别方法.算法提取人体剪影作为输入特征,采用有监督的保持邻域嵌入(neighborhood preserving embedding,简称NPE)的子空间学习算法获得高维运动特征的低维流形表示,基于HCRF建模运动特征与动作语义之间的映射关系.在降维过程中,通过保持数据的局部邻接关系,NPE可以获取动作特征在低维流形空间上的本质分布特性.与HMM(hidden Markov model)等产生式模型相比,HCRF侧重从样本数据中抽取共有特征以获取正确的分类边界,不需要假定观测过程条件独立,可以更加自然地对动作的时空邻域关系进行建模.实验结果表明,即便对于特征差异较大或存在噪声干扰的动作序列,算法也能取得较好的识别效果.
关键词:  动作识别  流形学习  判别式模型  隐条件随机场
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基金项目:Supported by the National Natural Science Foundation of China under Grant No.60675021 (国家自然科学基金); the National High-Tech Research and Development Plan of China under Grant No.2006AA01Z120 (国家高技术研究发展计划(863)
Human Action Recognition Using Manifold Learning and Hidden Conditional Random Fields
LIU Fa-Wang,JIA Yun-De
Abstract:
This paper presents a probabilistic method of human action recognition based on manifold learning and Hidden Conditional Random Fields (HCRF). A supervised Neighborhood Preserving Embedding (NPE) is employed for dimensionality reduction by preserving the local neighborhood structure on the data manifold. Most existing approaches to action recognition use a Hidden Markov Model or suitable variant to model actions; a significant limitation of these models is the requirements of conditional independence of observations. In addition, generative models are selected to maximize the likelihood of generating all the examples of a given class and may not uncover the distinctive configuration that sets one class uniquely against others. HCRF relaxes the independence assumption and classifies actions in a discriminative hidden-state formulation. Experimental results on a recent database have demonstrated that this approach can recognize human actions accurately with temporal, intra- and inter-person variations even when noise and other factors such as partial occlusion exist.
Key words:  action recognition  manifold learning  discriminative model  hidden conditional random fields

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