Gradient Accumulation
Gradient Accumulation is a technique used in deep learning training which allows for large batch sizes to be handled on smaller GPUs. Essentially, the gradients of several small batches are accumulated into one large batch and then applied together to update the weights at once. This enables models to benefit from larger batch sizes without having to use a huge GPU memory capacity. It is especially helpful when dealing with datasets that are too large for a single GPU. Gradient accumulation has become increasingly popular as it allows for higher throughput and can improve the accuracy of trained models. By combining gradient accumulation with powerful AI hardware solutions, scientists are able to create more accurate models while reducing training time and cost.
Google’s Tensor Processing Unit (TPU) uses gradient accumulation along with other advanced techniques such as weight quantization and mixed precision arithmetic to achieve dramatically faster training times than traditional GPU-based approaches. As a result, Google has been able to use TPUs in a variety of applications such as image recognition and natural language processing. Similarly, Cerebras Systems leverages gradient accumulation with their CS-1 chip for training neural networks. The CS-1 is the world’s largest AI chip and is capable of handling massive batch sizes of up to 2.6 PetaFlops (2.6×1015 floating point operations per second). By using gradient accumulation along with this powerful hardware solution, Cerebras Systems is able to reduce training time while still producing high accuracy models.
In conclusion, Gradient Accumulation is an important technique used in deep learning training which allows for large batch sizes to be handled on smaller GPUs. By combining gradient accumulation with powerful AI hardware, scientists are able to create more accurate models while reducing training time and cost. Ultimately, gradient accumulation is an effective way to speed up deep learning training while still achieving high accuracy results.

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