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人脸识别

于 2022-02-01 发布 文件大小:3.18 kB
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资源描述用KL算法实现人脸识别,不过必须要有自己的图片库

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  • sop12
    干涉雷达处理的著名开源包,可以直接使用,建议做雷达干涉的下载(InSAR processing well-known open source packages can be used directly, it is recommended to do radar interferometry Download)
    2009-11-24 06:55:07下载
    积分:1
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    2011-01-27 12:08:17下载
    积分:1
  • tuoyuanfangcheng
    矩形域上的二阶椭圆差分格式,适合偏微分方程的学习,是有限差分格式(this is the equetion about the partial differetial equotion)
    2012-04-13 18:08:46下载
    积分:1
  • nsctdec
    NSCT多尺度分解,能够得到多方向的分解向量(The NSCT multi-scale decomposition can be multi-directional decomposition vector)
    2013-01-14 22:05:48下载
    积分:1
  • kalman
    卡尔曼滤波原文,详尽解释了卡尔曼滤波器的由来和推导过程(Kalman original, elaborate ideas and derivation of Kalman Filter)
    2015-03-11 09:42:21下载
    积分:1
  • 分散熵
    说明:  分散熵及多尺度分散熵,可以用来评价机械振动信号的规则程度(Dispersive entropy and multi-scale dispersive entropy can be used to evaluate the regularity of mechanical vibration signals)
    2021-03-23 18:59:15下载
    积分:1
  • HHT
    这是一个完整的EMD分解全过程,有Hilbert谱和边际谱。直接把源码复制到matlab即可。很全面。(This is a complete decomposition of the whole process of EMD, a Hilbert spectrum and marginal spectrum. Directly to the source code can be copied to the matlab. Very comprehensive.)
    2010-10-09 14:58:57下载
    积分:1
  • shujuguanlian
    数据关联是多目标跟踪的一项关键技术。JPDA是大家公认的多目标跟踪中性能较好的数据关联算法,它 认为量测和目标是一一对应的关联关系,但在许多实际情况中,量测和目标是多一多对应的关系。针对上述情况,该文提 出了广义概率数据关联算法(Generalized Probability Data Association,GPDA)。文中从理论上对这两种算法的性能进行了 详细分析,并利用Monte Carlo技术对其性能进行了仿真比较。(Data association is one of the key technologies in multi—target tracking.And JPDA is considered as the best da· ta association method.JPDA considers the association of measurements with targets is simply one-to-one problem.But in many practical cases,the association of measurements with targets will be multiple—to—multiple problem.For this case,a Generalized Probability Data Association(GPDA)algorithm is proposed in this paper.Furthermore,this paper analyzes the performance of these two algorithms theoretically.And we give the comparative analysis of those performances by using Monte Carlo method.)
    2010-06-23 21:21:08下载
    积分:1
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    2008-04-07 13:41:38下载
    积分:1
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    积分:1
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