are often fine-tuned with , but this requires huge memory. One way to reduce memory is to use 4-bit floating point numbers instead of the usual 16-bit ones. This compression, however, can break how mixture-of-experts models work because the router that selects which expert to use is very sensitive to errors.
The researchers found that previous methods only fixed the quantization error on one side of the process, causing the router to behave differently during training and when the model generates outputs. They created a new recipe called MoeResQ that applies the same correction on both sides, keeping the router's decisions consistent.
MoeResQ restored the model's accuracy to nearly the same level as using full 16-bit precision. This matters because it makes low-precision reinforcement learning practical for mixture-of-experts models, saving memory and computation without sacrificing performance.
