ImageNet classification with deep convolutional neural networks
Alex Krizhevsky, Ilya Sutskever et al.
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Citations
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Influential Citations
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Venue
2024
Year
A language model trained on 1T tokens following the core principles of LLama 2 and Mistral, leveraging and refining various techniques for pre-training large language models.
H2O Danube 1.8B represents a practical effort to build a competitive language model at a moderate scale (1.8 billion parameters) using established techniques from two influential model families: LLaMA 2 and Mistral. By training on 1 trillion tokens, the authors aim to achieve strong performance while keeping the model size manageable for deployment and research. This is significant because it provides the community with an open-source model that can be used for fine-tuning, distillation, or as a baseline for comparing new architectures and training methods.
The paper's focus on leveraging proven principles rather than introducing novel innovations makes it a valuable reference for practitioners who want to understand how to combine and refine existing techniques. It also highlights the importance of data scaling and training recipe optimization in achieving good results with limited compute budgets.
The abstract does not provide concrete metrics such as perplexity, accuracy on benchmarks (e.g., MMLU, HellaSwag), or comparisons to other models of similar size. The primary result is the successful pre-training of a 1.8B parameter model on 1 trillion tokens, demonstrating that the chosen techniques scale effectively.
H2O Danube 1.8B contributes to the democratization of large language models by offering a capable, open-source model that can be run on consumer hardware. It serves as a practical example of how to build a language model using established methods, which can guide other researchers and engineers in their own pre-training efforts. The work also underscores the value of scaling data volume (1 trillion tokens) even with a relatively small model, suggesting that data quality and quantity remain critical factors in model performance.
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