We study convergence properties of radial basis function (RBF)networks in nonparametric classification for a large class of basisfunctions with parameters of RBF nets learned through empirical riskminimization. In the classification (pattern recognition) problem, basedupon the observation of a random vector X∈Rd,one has to guess the value of a corresponding label Y, where Y is arandom variable taking its values from (-1,1)
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机译:我们研究径向基函数的收敛性(RBF)
非参数分类中的网络占大类基础
通过经验风险学习RBF网参数的功能
最小化。在分类(模式识别)问题中,基于
在观察随机载体X + E2> R E2> d sup>后,
一个人必须猜测相应的标签y的值,其中y是一个
随机变量从(-1,1)取得的值
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