Internal Language Model Estimation Based Adaptive Language Model Fusion For Domain Adaptation
2022 Β· Rao Ma, Xiaobo Wu, Jin Qiu, et al.
Abstract
ASR model deployment environment is ever-changing, and the incoming speech can be switched across different domains during a session. This brings a challenge for effective domain adaptation when only target domain text data is available, and our objective is to obtain obviously improved performance on the target domain while the performance on the general domain is less undermined. In this paper, we propose an adaptive LM fusion approach called internal language model estimation based adaptive domain adaptation (ILME-ADA). To realize such an ILME-ADA, an interpolated log-likelihood score is calculated based on the maximum of the scores from the internal LM and the external LM (ELM) respectively. We demonstrate the efficacy of the proposed ILME-ADA method with both RNN-T and LAS modeling frameworks employing neural network and n-gram LMs as ELMs respectively on two domain specific (target) test sets. The proposed method can achieve significantly better performance on the target test set
Authors
(none)
Tags
Stats
Related papers
- Internal Language Model Estimation For Domain-adaptive End-to-end Speech Recognition (2020)13.44
- Internal Language Model Training For Domain-adaptive End-to-end Speech Recognition (2021)11.39
- Internal Language Model Estimation Based Language Model Fusion For Cross-domain Code-switching Speech Recognition (2022)0.00
- Transfer Learning Of Language-independent End-to-end ASR With Language Model Fusion (2018)0.00
- Prompting Large Language Models For Zero-shot Domain Adaptation In Speech Recognition (2023)0.00
- Internal Language Model Estimation Through Explicit Context Vector Learning For Attention-based Encoder-decoder ASR (2022)7.50
- Adaptable End-to-end ASR Models Using Replaceable Internal Lms And Residual Softmax (2023)0.00
- Mask The Bias: Improving Domain-adaptive Generalization Of Ctc-based ASR With Internal Language Model Estimation (2023)3.58