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This paper introduces OSFP4, a novel quantization scheme for NVFP4 datatypes that optimizes diagonal smoothing matrices and block scales to minimize inference error while maintaining high throughput. By addressing the specific rounding procedures of modern tensor cores, the method achieves superior accuracy compared to existing competitors without sacrificing performance. This research directly advances the practical deployment of efficient large language model inference on next-generation hardware.
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OSFP4: Joint Optimization of Diagonal Smoothing and Block Scales for NVFP4 Quantization

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arXiv:2610.08231v1 Announce Type: new Abstract: NVFP4 is an attractive datatype for large language model (LLM) inference, offering compact storage and native tensor-core acceleration. However, preserving accuracy using NVFP4 requires careful quantization. In this work we develop a novel quantization scheme called Optimized Smoothing and Scaling for NVFP4 (OSFP4). For each linear projection it uses a diagonal smoothing matrix whose entries are optimized to minimize the squared matrix-product quantization error under NVFP4, taking into account the rounding procedure that is used (either round-to-nearest, or GPTQ-style successive interference cancellation). This requires performing joint optimization on the smoothing entries as well as the block scales, which is facilitated by analyzing a multiplicative-dither FP4 quantizer instead of the fixed deterministic one. Experiments show that OSFP4 achieves the highest average accuracy among the evaluated competitors in the corresponding quantization settings, while retaining approximately 94-97\% of vendor NVFP4 prefill throughput on the measured workloads. Our code is available in https://github.com/neriahbd/OSFP4

Abstract:NVFP4 is an attractive datatype for large language model (LLM) inference, offering compact storage and native tensor-core acceleration. However, preserving accuracy using NVFP4 requires careful quantization. In this work we develop a novel quantization scheme called Optimized Smoothing and Scaling for NVFP4 (OSFP4). For each linear projection it uses a diagonal smoothing matrix whose entries are optimized to minimize the squared matrix-product quantization error under NVFP4, taking into account the rounding procedure that is used (either round-to-nearest, or GPTQ-style successive interference cancellation). This requires performing joint optimization on the smoothing entries as well as the block scales, which is facilitated by analyzing a multiplicative-dither FP4 quantizer instead of the fixed deterministic one. Experiments show that OSFP4 achieves the highest average accuracy among the evaluated competitors in the corresponding quantization settings, while retaining approximately 94-97\% of vendor NVFP4 prefill throughput on the measured workloads. Our code is available in this https URL

Artificial Intelligence (cs.AI); Information Theory (cs.IT)

arXiv:2610.08231 [cs.AI]

(or arXiv:2610.08231v1 [cs.AI] for this version)

https://doi.org/10.48550/arXiv.2610.08231 Focus to learn more arXiv-issued DOI via DataCite

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