ImageNet classification with deep convolutional neural networks
Alex Krizhevsky, Ilya Sutskever et al.
1
Citations
0
Influential Citations
arXiv.org
Venue
2026
Year
Agent harnesses shape language-model performance by controlling tool use, feedback, verification, memory, and repair. Yet raw test-time expenditure, such as tokens, tool calls, wall time, or cost, cannot distinguish useful feedback from redundant or unstable interaction. We introduce \emph{Effective Feedback Compute} (EFC), a trace-level scaling coordinate for informative, valid, non-redundant, and retained feedback. We further define Estimated-EFC, NRS-EFC, harness efficiency $\eta$, and task-demand normalization for realistic traces and heterogeneous tasks. Across synthetic, real, held-out, and prospective evaluations, EFC-based coordinates outperform raw-compute baselines and SAS. Oracle-EFC/$D_{\mathrm{task}}$ reaches $R^2=0.99$ in controlled scaling, and NRS-EFC/$D_{\mathrm{task}}$ reaches $R^2=0.93$ on real traces where raw compute has near-zero or negative fit. Finally, \ours uses EFC as a companion control layer for existing harnesses, improving mean pass rate from $61.2\%$ to $68.2\%$ while reducing mean raw cost from $213.8$ to $85.1$ under matched settings. These results suggest that harness scaling depends on durable, task-sufficient feedback rather than raw computation alone.
Agent harnesses—the scaffolding that controls tool use, feedback, verification, memory, and repair—are critical to language model performance, yet their scaling behavior has been poorly understood. Traditional scaling laws treat raw compute (tokens, tool calls, wall time, cost) as the primary coordinate, but this paper argues that such measures conflate useful feedback with redundant or unstable interaction. This is a significant conceptual advance because it reframes scaling from "more compute" to "more effective feedback," aligning with the intuition that not all compute is equally valuable.
The paper introduces Effective Feedback Compute (EFC), a trace-level coordinate that quantifies informative, valid, non-redundant, and retained feedback. This is a novel and practical contribution: it provides a measurable quantity that can be extracted from agent traces and used to predict performance. The authors validate EFC across synthetic, real, held-out, and prospective settings, showing that it dramatically outperforms raw compute in scaling law fits. This matters because it offers a new axis for optimizing agent harnesses, potentially leading to more efficient and reliable LLM agents.
The paper reports strong quantitative results. In controlled scaling experiments, Oracle-EFC normalized by task demand (D_task) achieves an R² of 0.99, indicating near-perfect linear scaling. On real traces, NRS-EFC/D_task reaches R²=0.93, whereas raw compute has near-zero or even negative fit, highlighting the inadequacy of raw compute as a scaling coordinate. The companion control layer improves mean pass rate from 61.2% to 68.2% (a relative improvement of ~11%) while reducing mean raw cost from 213.8 to 85.1 (a ~60% reduction) under matched settings. These results are compelling because they show both predictive power and practical utility.
This paper has broad implications for the AI field. It challenges the prevailing assumption that scaling laws are solely about compute, suggesting that the quality of feedback is a more fundamental driver of agent performance. This could influence how researchers design harnesses, allocate resources, and evaluate agent capabilities. The EFC framework may also serve as a bridge between scaling law research and practical agent engineering, offering a concrete metric to optimize. Future work could extend EFC to other domains, such as multi-agent systems or embodied AI, and explore its relationship with other scaling coordinates like model size and data. Overall, this is a timely and thought-provoking contribution that could reshape how we think about scaling in agentic AI.
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