Low Rank Compression
Low-rank compression aims to reduce the size and computational cost of large machine learning models, such as transformers, convolutional neural networks, and large language models, without significantly sacrificing performance. Current research focuses on developing efficient algorithms for low-rank matrix factorization and decomposition, often incorporating techniques like adaptive compression, Bayesian optimization, and error feedback to improve accuracy and speed. These advancements are crucial for deploying sophisticated models on resource-constrained devices and improving the efficiency of training and inference in various applications, including speech recognition, recommendation systems, and computer vision. The resulting compact models offer significant benefits in terms of reduced energy consumption and faster processing times.