A non-parametric softmax for improving neural attention in time-series forecasting

【Author】 Totaro, Simone; Hussain, Amir; Scardapane, Simone

【Source】NEUROCOMPUTING

【影响因子】5.779

【Abstract】Neural attention has become a key component in many deep learning applications, ranging from machine translation to time series forecasting. While many variations of attention have been developed over recent years, all share a common component in the application of a softmax function to normalize the attention weights, in order to transform them into valid mixing coefficients. In this paper, we aim to improve the modeling flexibility of a generic attention module by innovatively replacing this softmax operation with a learnable softmax, in which the normalizing functions are also adapted from the data. Specifically, our generalized softmax builds upon recent work in learning activation functions for deep networks, in particular the kernel activation function and its extensions. We describe the application of the proposed technique for the challenging case of time series forecasting with the dual-stage attention-based recurrent neural network (DA-RNN), an innovative model for predicting time series that employs two different attention modules for handling exogenous factors and long-term dependencies. A series of real-world benchmarks are used to show that simply plugging-in our generalized attention model can improve results on all datasets, even when keeping the number of trainable parameters in the model constant. To further evaluate the algorithm, we collect a novel dataset for predicting the Bitcoin closing exchange rate, a problem of high practical significance lately. Finally, to foster research in the topic, we also release both the dataset and our model as an open source extensible library. Over a baseline DA-RNN, our proposed model delivers an improvement of MAR ranging from 6% to 15% using our newly-released dataset. (C) 2019 Elsevier B.V. All rights reserved.

【Keywords】Attention; Activation function; Softmax; Time series forecasting

【发表时间】2020 14-Mar

【收录时间】2022-01-02

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