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A DAEM Algorithm for Mixtures of Gaussian Process Functional Regressions

机译:高斯过程函数回归混合的DAEM算法

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The mixture of Gaussian process functional regressions (mix-GPFR) is a powerful tool for curve clustering and prediction. Unfortunately, there generally exist a large number of local maximums for the Q-function of the conventional EM algorithm so that the conventional EM algorithm is often trapped in the local maximum. In order to overcome this problem, we propose a deterministic annealing EM (DAEM) algorithm for mix-GPFR in this paper. The experimental results on the simulated and electrical load datasets demonstrate that the DAEM algorithm outperforms the conventional EM algorithm on parameter estimation, curve clustering and prediction.
机译:高斯过程函数回归的混合(mix-GPFR)是用于曲线聚类和预测的强大工具。不幸的是,通常对于常规EM算法的Q函数存在大量的局部最大值,使得常规EM算法经常陷入局部最大值中。为了克服这个问题,我们提出了混合GPFR的确定性退火EM(DAEM)算法。在模拟和电力负荷数据集上的实验结果表明,DAEM算法在参数估计,曲线聚类和预测方面优于传统的EM算法。

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