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A branch and bound approach for a class of non-convex problems with applications to robust regression

机译:一类非凸问题的分支定界方法及其在稳健回归中的应用

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We consider a class of non-convex problems, with application to robust regression and robust support vector machines. We propose an algorithm that computes the exact solution using a branch and bound approach in parameter space. Numerical experiments show that, in some cases, the time complexity of the algorithm is linear with respect to the number of samples, while it is exponential with respect to the number of regressors.
机译:我们考虑一类非凸问题,并将其应用于鲁棒回归和鲁棒支持向量机。我们提出了一种使用参数空间中的分支定界方法来计算精确解的算法。数值实验表明,在某些情况下,算法的时间复杂度相对于样本数呈线性关系,而相对于回归数呈指数关系。

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