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Nonparallel Support Vector Machines for Multiple-Instance Learning

机译:用于多实例学习的非并行支持向量机

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In this paper, we proposed a new multiple-instance learning (MIL) method based on nonparallel support vector machines (called MI-NPSVM). For the linear case, MI-NPSVM constructs two nonparallel hyperplanes by solving two SVM-type prob- lems, which is different from many other maximum margin SVM-based MIL methods. For the nonlinear case, kernel functions can be easily applied to extend the linear case, which is different from other nonparallel SVM-based MIL methods. Further- more, compared with the existing MIL method based on nonparallel SVM – MI-TSVM, MI-NPSVM has two main advantages. Firstly the method enforces the structural risk minimization; secondly it does not need to solve a bilevel programming prob- lem anymore, but to solve a series of standard Quadratic Programming Problems (QPPs). All experimental results on public datasets show that our method is superior to the traditional MIL methods like MI-SVM, MI-TSVM etc.
机译:本文提出了一种基于非并行支持向量机(MI-NPSVM)的多实例学习(MIL)方法。对于线性情况,MI-NPSVM通过解决两个SVM类型的问题来构造两个非平行的超平面,这与许多其他基于SVM的最大余量的MIL方法不同。对于非线性情况,可以轻松地应用核函数来扩展线性情况,这与其他基于非并行SVM的MIL方法不同。此外,与基于非并行SVM的现有MIL方法– MI-TSVM相比,MI-NPSVM具有两个主要优点。首先,该方法可以使结构风险最小化。其次,它不再需要解决双层编程问题,而需要解决一系列标准的二次编程问题(QPP)。所有公开数据集上的实验结果表明,我们的方法优于传统的MIL方法,例如MI-SVM,MI-TSVM等。

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