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KL Regularized Normalization Framework for Low Resource Tasks

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Abstract

Large pretrained models, such as Bert, GPT, and Wav2Vec, have demonstrated great potential for learning representations that are transferable to a wide variety of downstream tasks. It is difficult to obtain a large quantity of supervised data due to the limite d availability of resources and time. In light of this, a significant amount of research has been conducted in the area of adopting large pretrained datasets for diverse downstream tasks via fine tuning, linear probing, or prompt tuning in low resource settings. Normalization techniques are essential for accelerating training and improving the generalization of deep neural networks and have been successfully used in a wide variety of applications. A lot of normalization techniques have been proposed but the success of normalization in low resource downstream NLP and speech tasks is limited. One of the reasons is the inability to capture expressiveness by re-scaling parameters of normalization. We propose Kullback-Leibler(KL) Regularized normalization (KL-Norm) which make the normalized data well behaved and helps in better generalization as it reduces over-fitting, generalises well on out of domain distributions and removes irrelevant biases and features with negligible increase in model parameters and memory overheads. Detailed experimental evaluation on multiple low resource NLP and speech tasks, demonstrates the superior performance of KL-Norm as compared to other popular normalization and regularization techniques.

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... The entropy of the weights reflects the distribution of the weight parameters, i.e., the degree of uncertainty of the weight parameters, and therefore the degree of the impact of quantization on the loss of information of the weights can be assessed. The Kullback-Leibler (KL) dispersion [41] provides the difference between two probability distributions, by calculating the KL scatter of the distribution of activation values before and after quantization; the larger the KL scatter, the more significant the change in the distribution resulted from the quantization. ...
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