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Probability Model of Covering Algorithm (PMCA)

机译:覆盖算法的概率模型(PMCA)

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摘要

The probability model is introduced into classification learning in this paper. Kernel covering algorithm (KCA) and maximum likelihood principle of the statistic model combine to form a novel algorithm-the probability model of covering algorithm (PMCA) which not only introduces optimization processing for every covering domain, but offers a new way to solve the parameter problem of kernel function. Covering algorithm (CA) is firstly used to get covering domains and approximate interfaces, and then maximum likelihood principle of finite mixture model is used to fit each distributing. Experiments indicate that optimization is surely achieved, classification rate is improved and the neural cells are cut down greatly through with proper threshold value.
机译:将概率模型引入分类学习中。核覆盖算法(KCA)和统计模型的最大似然原理相结合,形成了一种新颖的算法-覆盖算法概率模型(PMCA),不仅引入了每个覆盖域的优化处理,而且提供了一种求解参数的新方法内核功能问题。首先使用覆盖算法(CA)获取覆盖域和近似接口,然后使用有限混合模型的最大似然原理拟合各分布。实验表明,通过适当的阈值,可以肯定地实现优化,提高分类率,并大幅度减少神经细胞。

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