The article discusses the optimization of language models by decoding Griffin's local attention and memory efficiency, focusing on various aspects of model architecture and efficiency.
Griffin incorporates recurrent blocks and local attention layers in its temporal mixing blocks, showing superior performance over global attention MQA Transformers across different sequence lengths.
Even with a fixed local attention window size of 1024, Griffin outperforms global attention MQA Transformers, but the performance gap narrows with increasing sequence length.
Models trained on sequence lengths of 2048, 4096, and 8192 tokens reveal insights into the impact of local attention window sizes on model performance.
The article also delves into inference speeds, estimating memory-boundedness for components like linear layers and self-attention in recurrent and Transformer models.
Analysis of cache sizes in recurrent and Transformer models emphasizes the transition from a 'parameter bound' to a 'cache bound' regime with larger sequence lengths.
Further results on next token prediction with longer contexts and details of tasks like Selective Copying and Induction Heads are also presented in the article.
The article provides valuable insights into optimizing language models for efficiency and performance, contributing to advancements in the field of natural language processing.