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Multiplier maximum entropy algorithm of support vector machines

机译:支持向量机的乘数最大熵算法

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For small sample recognition problems, a proximal algorithm of support vector machine, called the multiplier entropy algorithm, is proposed in this paper. The algorithm combines the virtues of both multiplier algorithm and entropy algorithm. It not only can turn non-smooth problems into smooth ones, but also can reduce the iteration in some degree and avoid the morbid state of Hessian. For small sample problems, especially the pre-cancer diagnosis, the multiplier entropy algorithm demonstrates effective performance.
机译:针对小样本识别问题,提出了一种支持向量机的近邻算法,称为乘子熵算法。该算法结合了乘数算法和熵算法的优点。它不仅可以将非平滑问题转化为平滑问题,而且可以在某种程度上减少迭代并避免黑森州的病态。对于小样本问题,尤其是癌前诊断,乘数熵算法证明了有效的性能。

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