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Optimize real-valued RBM with Bidirectional Autoencoder

机译:使用双向自动编码器优化实值RBM

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Deep learning increasingly attracted attention after the fast training method of Restricted Boltzmann Machine(RBM) is proposed[1]. Many researches directly constructed deep architecture with stack RBMs to learn the representation of the data, few studied the optimization method to get good RBM parameters. Here proposes a new optimization method for real-valued RBM by minimizing the reconstructed error. Firstly, build and initialize Bidirectional Autoencoder(Bi-Ae). Secondly, minimize the cost function with Stochastic Gradient Descent (SGD) to get the parameters. Thirdly, convert the Bi-AE into RBM with the most suitable parameters. Experiments are executed on the MNIST dataset. Compared with PSO and likelihood maximum optimization methods, the reconstructed errors of the proposed method is 4.02% smaller than the result from error[1], which is advanced.
机译:提出了受限玻尔兹曼机(RBM)的快速训练方法后,深度学习越来越引起人们的关注[1]。许多研究直接使用堆栈RBM构建深度架构来学习数据的表示,很少研究用于获得良好RBM参数的优化方法。通过最小化重构误差,提出了一种新的实值RBM优化方法。首先,构建并初始化双向自动编码器(Bi-Ae)。其次,使用随机梯度下降法(SGD)最小化成本函数以获得参数。第三,使用最合适的参数将Bi-AE转换为RBM。实验在MNIST数据集上执行。与PSO和似然最大优化方法相比,该方法的重构误差比error [1]的结果小4.02%,这是先进的。

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