Probability density function based data augmentation for deep neural network automatic modulation classification with limited training data
Deep neural networks (DNN) based automatic modulation classification (AMC) has achieved high accuracy performance. However, DNNs are data‐hungry models, and training such a model requires a large volume of data. Insufficient training data will cause DNN models to experience overfitting and severe pe...
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Veröffentlicht in: | IET communications 2023-04, Vol.17 (7), p.852-862 |
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Sprache: | eng |
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Zusammenfassung: | Deep neural networks (DNN) based automatic modulation classification (AMC) has achieved high accuracy performance. However, DNNs are data‐hungry models, and training such a model requires a large volume of data. Insufficient training data will cause DNN models to experience overfitting and severe performance degradation. In practical AMC tasks, training the deep model with sufficient data is challenging due to the costly data collection. To this end, a novel probability density function (PDF) based data augmentation scheme and a method to determine the required minimum sampling size for data enlargement is proposed. Compared with the known image‐based augmentation scheme, the proposed waveform‐based PDF technique has low complexity and is easy to implement. Experimental results show that the required size of the training dataset is one order of magnitude smaller than the sufficient dataset in the additive white Gaussian noise channel, and effective recognition can be achieved using around 60% of the total examples under the Rayleigh channel. Moreover, the presented scheme can expand training data under frequency and phase offsets.
This manuscript discusses the question of how to expand the data from the limited dataset if there is insufficient training data: the required minimum sampling size for data augmentation and the way of data expansion (waveform probability density function‐based vs image‐based) are illustrated in detail. |
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ISSN: | 1751-8628 1751-8636 |
DOI: | 10.1049/cmu2.12588 |