Position: LLM Inference Should Be Evaluated as Energy-to-Token Production

Fuente: arXiv
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Main Authors: Liu, Xiang, Yuan, Shimiao, Tang, Zhenheng, Dong, Peijie, Zhao, Kaiyong, Wang, Qiang, Li, Bo, Chu, Xiaowen
Format: Preprint
Published: 2026
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author Liu, Xiang
Yuan, Shimiao
Tang, Zhenheng
Dong, Peijie
Zhao, Kaiyong
Wang, Qiang
Li, Bo
Chu, Xiaowen
author_facet Liu, Xiang
Yuan, Shimiao
Tang, Zhenheng
Dong, Peijie
Zhao, Kaiyong
Wang, Qiang
Li, Bo
Chu, Xiaowen
contents LLM inference is still evaluated mainly as a model or software problem: accuracy, latency, throughput, and hardware utilization. This is incomplete. At deployment scale, the relevant output is a quality-conditioned token produced under joint constraints from effective compute, delivered data-center power, cooling capacity, PUE, and utilization. We argue that the ML community should treat inference as \emph{energy-to-token production}. We formalize this view with a dimensionally consistent Token Production Function in which token rate is bounded by both compute-per-token and energy-per-token ceilings. Listed API prices vary by over an order of magnitude across providers, but we use price dispersion only as directional motivation, not as causal evidence of marginal cost. The core physical question is instead: under fixed quality and service targets, when does the binding constraint move from theoretical peak compute toward delivered power, cooling, and operational efficiency? Under this framing, system optimizations -- latent KV-cache compression, sparse or heavily compressed attention, quantization, routing, and difficulty-adaptive reasoning -- are not merely local engineering tricks. They are energy-to-token levers because they reduce FLOPs/token, joules/token, memory traffic, or utilization losses under fixed $(q^{*},s^{*})$. We therefore call for inference papers and benchmarks to report Joules/token, active binding constraint, PUE-adjusted delivered power, and utilization-adjusted token output alongside accuracy and latency.
format Preprint
id arxiv_https___arxiv_org_abs_2605_11733
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle Position: LLM Inference Should Be Evaluated as Energy-to-Token Production
Liu, Xiang
Yuan, Shimiao
Tang, Zhenheng
Dong, Peijie
Zhao, Kaiyong
Wang, Qiang
Li, Bo
Chu, Xiaowen
Computational Engineering, Finance, and Science
Distributed, Parallel, and Cluster Computing
LLM inference is still evaluated mainly as a model or software problem: accuracy, latency, throughput, and hardware utilization. This is incomplete. At deployment scale, the relevant output is a quality-conditioned token produced under joint constraints from effective compute, delivered data-center power, cooling capacity, PUE, and utilization. We argue that the ML community should treat inference as \emph{energy-to-token production}. We formalize this view with a dimensionally consistent Token Production Function in which token rate is bounded by both compute-per-token and energy-per-token ceilings. Listed API prices vary by over an order of magnitude across providers, but we use price dispersion only as directional motivation, not as causal evidence of marginal cost. The core physical question is instead: under fixed quality and service targets, when does the binding constraint move from theoretical peak compute toward delivered power, cooling, and operational efficiency? Under this framing, system optimizations -- latent KV-cache compression, sparse or heavily compressed attention, quantization, routing, and difficulty-adaptive reasoning -- are not merely local engineering tricks. They are energy-to-token levers because they reduce FLOPs/token, joules/token, memory traffic, or utilization losses under fixed $(q^{*},s^{*})$. We therefore call for inference papers and benchmarks to report Joules/token, active binding constraint, PUE-adjusted delivered power, and utilization-adjusted token output alongside accuracy and latency.
title Position: LLM Inference Should Be Evaluated as Energy-to-Token Production
topic Computational Engineering, Finance, and Science
Distributed, Parallel, and Cluster Computing
url https://arxiv.org/abs/2605.11733