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    基于算法随机性理论和奇异描述的置信学习机器

    Confidence Learning Machine Based on Algorithmic Theory of Randomness and Dissimilarity Description

    • 摘要: 根据Kolmogorov算法随机性理论 ,为学习机器建立了一种置信机制 ,描述了置信学习机器的算法 论证了通过样本奇异描述函数定义的可计算的样本序列随机性描述函数与Kolmogorov算法随机性理论中定义的 ,不可计算的序列随机性描述函数具有相同的意义 分别从样本空间距离、样本对分类边界的支持力度和样本应变大小 3个不同的角度设计了样本奇异描述函数 ,利用它们实现了置信学习机器算法 该置信学习机器在Cleveland心脏病理数据识别和签名认证实验中都取得了比较满意的结果

       

      Abstract: A confidence learning machine is put forward based on Kolmogorov’s algorithmic theory of randomness and its algorithm is designed It is proved that the computable randomness test function, which is defined through the sample dissimilarity description function, has the same meaning of the non computable randomness test function defined in Kolmogorov’s theory Three types of dissimilarity description functions are designed through describing the dissimilarity of the sample distance, the support degree of the sample on the boundary, and the response of the sample They are used to realize the confidence learning machine algorithm Good results are obtained for the confidence learning machines in the experiment of the recognition of Cleveland heart data and the verification of handwritten signatures

       

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