Optimization Techniques for Large-Scale Language Model Training

The field of large-scale language model training is rapidly advancing, with a focus on developing optimization techniques to improve training efficiency and performance. Recent research has explored various methods to reduce the need for hyperparameter tuning, including the development of learning-rate-free methods and the proposal of new learning rate schedules. Additionally, novel gradient transformation techniques have been introduced to accelerate language model pre-training. Another area of research has investigated the role of dropout in single-epoch pretraining, with findings suggesting that dropout may not be necessary in certain scenarios. Noteworthy papers include:

  • Critical Batch Size Revisited, which introduces a simple empirical approach to directly measure the critical batch size and its evolution over training.
  • GradPower, which proposes a lightweight gradient-transformation technique for accelerating language model pre-training.
  • Stepsize anything, which presents a unified learning rate schedule for budgeted-iteration training.
  • You Only Train Once, which contributes to limiting training to one shot for loss selection and weighting. These papers demonstrate significant advancements in optimization techniques for large-scale language model training, with potential applications in various natural language processing tasks.

Sources

Critical Batch Size Revisited: A Simple Empirical Approach to Large-Batch Language Model Training

How far away are truly hyperparameter-free learning algorithms?

GradPower: Powering Gradients for Faster Language Model Pre-Training

Stepsize anything: A unified learning rate schedule for budgeted-iteration training

Drop Dropout on Single-Epoch Language Model Pretraining

Why Gradients Rapidly Increase Near the End of Training

On dual-rate consensus under transmission delays

Sign-SGD is the Golden Gate between Multi-Node to Single-Node Learning: Significant Boost via Parameter-Free Optimization

You Only Train Once

Tight analyses of first-order methods with error feedback

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