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SIMPLE Energy Law Pegs Agentic LLM Requests at 13x the Cost

TL;DR

  • The SIMPLE model predicts LLM inference energy with R² = 0.969 and 11.97% MAPE across 13 dense LLMs on NVIDIA H100 GPUs without per-model calibration.
  • Agentic serving raises energy per request by 13x; prefix caching cuts 93% of prefill cost but a cached agentic request still costs 4.8x more.
  • Intelligence per Joule peaks at an intermediate reasoning budget and falls by up to 3.14x across a 4.0x reasoning-budget range.

Agentic LLM serving burns roughly 13 times more energy per request than standard inference, and prefix caching, the usual optimization, only partly closes the gap, according to a new analytical framework for LLM inference energy posted to arXiv.

The model, called SIMPLE, is what the authors describe as a four-parameter law that "separates prefill from decode, and decode into KV-cache cost and next-token computation." Validated across 13 dense LLMs on NVIDIA H100 GPUs, it reports R² = 0.969 and 11.97% MAPE, which the paper calls "3.1-3.5x below the SOTA, without per-LLM calibration."

The agentic result is the one that lands on bills. "Agentic serving raises energy per request by 13.0x relative to non-agentic ones," the authors write. Prefix caching, where prompt prefixes are reused across turns, "removes most of the prefill cost (-93%)," but "the KV-cache term is unaffected, so even a cached agentic request costs 4.8x more."

A second finding cuts against the heavier-thinking-is-better default. "Intelligence per Joule peaks at an intermediate budget and falls by up to 3.14x across a 4.0x reasoning-budget range," the paper reports, meaning pushing reasoning tokens past a sweet spot buys diminishing gains at rising energy cost. On the architecture side, the authors report "more aggressive GQA KV grouping reduces the per-token energy by up to 3x relative to standard MHA."

The paper publishes no per-provider dollar figures, and the experiments run on H100s rather than mixed fleets.