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基于随机投影的加速度手势识别
引用本文:刘红,刘蓉,李书玲.基于随机投影的加速度手势识别[J].计算机应用,2015,35(1):189-193.
作者姓名:刘红  刘蓉  李书玲
作者单位:华中师范大学 物理科学与技术学院, 武汉430079
基金项目:国家社会科学基金资助项目(12BTQ038)
摘    要:针对手势交互中手势信号的相似性及不稳定性,设计并实现了一种基于随机投影(RP)的加速度手势识别方法.识别系统包含训练阶段和测试阶段:训练阶段运用动态时间规整(DTW)和近邻传播(AP)算法对训练集中的每一个手势迹创建样本中心;测试阶段先通过计算未知手势迹与样本中心的距离找出候选姿势迹,然后用RP算法将候选手势迹和未知手势迹投影到低维子空间,把识别问题转换成l1-minimization问题来对未知的手势迹进行识别.在采集的2400个数据样本上进行了基于特定人和非特定人的实验,结果表明所提算法分别取得了98.41%和96.67%的识别率,该方法能够有效识别加速度手势动作.

关 键 词:手势识别    加速度手势    动态时间规整    近邻传播    随机投影
收稿时间:2014-08-07
修稿时间:2014-09-20

Acceleration gesture recognition based on random projection
LIU Hong , LIU Rong , LI Shuling.Acceleration gesture recognition based on random projection[J].journal of Computer Applications,2015,35(1):189-193.
Authors:LIU Hong  LIU Rong  LI Shuling
Affiliation:School of Physical Science and Technology, Central China Normal University, Wuhan Hubei 430079, China
Abstract:Since the gesture signals in gesture interaction are similar and instable, an acceleration gesture recognition method based on Random Projection (RP) was designed and implemented. The system incorporated two parts, one was the training stage and the other was the testing stage. In the training stage, the system employed Dynamic Time Warping (DTW) and Affinity Propagation (AP) algorithms to create exemplars for each gesture; in the testing stage, the method firstly calculated the distance between the unknown trace and all exemplars to find the candidate traces, then used the RP algorithm to translate all the candidate traces and the unknown trace onto the same lower dimensional subspace, and by formulating the whole recognition problem as an l1-minimization problem, the unknown trace was recognized. The experimental results on 2400 gesture traces show that the proposed algorithm achieves an accuracy rate of 98.41% for specific individuals and 96.67% for unspecific individuals, and it can effectively identify acceleration gestures.
Keywords:gesture recognition  acceleration gesture  Dynamic Time Warping (DTW)  Affinity Propagation (AP)  Random Projection (RP)
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