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A Weighted Algorithm of Inductive Transfer Learning Based on Maximum Entropy Model

机译:基于最大熵模型的电感转移学习加权算法

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Traditional machine learning and data mining algorithms mainly assume that the training and test data must be in the same feature space and follow the same distribution. However, in real applications, these two hypotheses are difficult to hold, traditional algorithms are hence no longer applicable. As a new framework of learning, transfer learning could solve this problem effectively. This paper focuses on one of important branches in this field, namely inductive transfer learning. Correspondingly, a weighted algorithm of inductive transfer learning, based on maximum entropy model, is proposed, called WTLME. It transfers the model parameters learned from the source domain to the target domain, and meanwhile adjusts the weights of instances in the target domain to obtain the model with high accuracy. Extensive studies demonstrate that our proposed algorithm of WTLME is more effective and efficient than traditional algorithms that require learning from scratch if the data distributions change. Moreover, WTLME is comparable to the previous transfer algorithm based on maximum entropy model.
机译:传统的机器学习和数据挖掘算法主要假设培训和测试数据必须在相同的特征空间中并遵循相同的分发。然而,在实际应用中,这两个假设很难保持,因此传统的算法因此不再适用。作为一个新的学习框架,转移学习可以有效地解决这个问题。本文重点介绍该领域的重要分支,即归纳转移学习。相应地,提出了一种基于最大熵模型的电感转移学习的加权算法,称为WTLME。它将从源域中学习的模型参数传输到目标域,同时调整目标域中的实例的权重,以获得高精度的模型。广泛的研究表明,如果数据分布改变,我们所提出的WTLME算法比需要从头开始学习的传统算法更有效和有效。此外,WTLME与基于最大熵模型的先前传输算法相当。

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