Search Your Block Floating Point Scales!

Fuente: arXiv
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Autori principali: Gupta, Tanmaey, Prairie, Hayden, Wu, Xiaoxia, Abhyankar, Reyna, Wu, Qingyang, Silveria, Austin, Ponnusamy, Pragaash, Wang, Jue, Athiwaratkun, Ben, Song, Leon, Dao, Tri, Fu, Daniel Y., De Sa, Chris
Natura: Preprint
Pubblicazione: 2026
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author Gupta, Tanmaey
Prairie, Hayden
Wu, Xiaoxia
Abhyankar, Reyna
Wu, Qingyang
Silveria, Austin
Ponnusamy, Pragaash
Wang, Jue
Athiwaratkun, Ben
Song, Leon
Dao, Tri
Fu, Daniel Y.
De Sa, Chris
author_facet Gupta, Tanmaey
Prairie, Hayden
Wu, Xiaoxia
Abhyankar, Reyna
Wu, Qingyang
Silveria, Austin
Ponnusamy, Pragaash
Wang, Jue
Athiwaratkun, Ben
Song, Leon
Dao, Tri
Fu, Daniel Y.
De Sa, Chris
contents Quantization has emerged as a standard technique for accelerating inference for generative models by enabling faster low-precision computations and reduced memory transfers. Recently, GPU accelerators have added first-class support for microscaling Block Floating Point (BFP) formats. Standard BFP algorithms use a fixed scale based on the maximum magnitude of the block. We observe that this scale choice can be suboptimal with respect to quantization errors. In this work, we propose ScaleSearch, an alternative strategy for selecting these scale factors: using a fine-grained search leveraging the mantissa bits in microscaling formats to minimize the quantization error for the given distribution. ScaleSearch can be integrated with existing quantization methods such as Post Training Quantization and low-precision attention, and is shown to improve their performance. Additionally, we introduce ScaleSearchAttention, an accelerated NVFP4-based attention algorithm, which uses ScaleSearch and adapted prior techniques to ensure near-0 performance loss for causal language modeling. Experiments show that ScaleSearch reduces quantization error by 27% for NVFP4 and improves language model PTQ by up to 15 points for MATH500 (Qwen3-8B), while ScaleSearchAttention improves Wikitext-2 PPL by upto 0.77 points for Llama 3.1 70B. The proposed methods closely match baseline performance while providing quantization accuracy improvements.
format Preprint
id arxiv_https___arxiv_org_abs_2605_12464
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle Search Your Block Floating Point Scales!
Gupta, Tanmaey
Prairie, Hayden
Wu, Xiaoxia
Abhyankar, Reyna
Wu, Qingyang
Silveria, Austin
Ponnusamy, Pragaash
Wang, Jue
Athiwaratkun, Ben
Song, Leon
Dao, Tri
Fu, Daniel Y.
De Sa, Chris
Machine Learning
Hardware Architecture
Performance
Quantization has emerged as a standard technique for accelerating inference for generative models by enabling faster low-precision computations and reduced memory transfers. Recently, GPU accelerators have added first-class support for microscaling Block Floating Point (BFP) formats. Standard BFP algorithms use a fixed scale based on the maximum magnitude of the block. We observe that this scale choice can be suboptimal with respect to quantization errors. In this work, we propose ScaleSearch, an alternative strategy for selecting these scale factors: using a fine-grained search leveraging the mantissa bits in microscaling formats to minimize the quantization error for the given distribution. ScaleSearch can be integrated with existing quantization methods such as Post Training Quantization and low-precision attention, and is shown to improve their performance. Additionally, we introduce ScaleSearchAttention, an accelerated NVFP4-based attention algorithm, which uses ScaleSearch and adapted prior techniques to ensure near-0 performance loss for causal language modeling. Experiments show that ScaleSearch reduces quantization error by 27% for NVFP4 and improves language model PTQ by up to 15 points for MATH500 (Qwen3-8B), while ScaleSearchAttention improves Wikitext-2 PPL by upto 0.77 points for Llama 3.1 70B. The proposed methods closely match baseline performance while providing quantization accuracy improvements.
title Search Your Block Floating Point Scales!
topic Machine Learning
Hardware Architecture
Performance
url https://arxiv.org/abs/2605.12464