Revisiting the Scaling Properties of Downstream Metrics in Large Language Model Training
Overview
Overall Novelty Assessment
The paper proposes a two-parameter scaling law to predict downstream task accuracy directly from training budget, focusing on fixed token-to-parameter ratios. It sits within the 'Downstream Task Performance Prediction' leaf of the taxonomy, which contains three papers total. This leaf is part of the broader 'Scaling Law Formulation and Validation' branch, indicating a moderately populated research direction. The taxonomy shows five sibling leaves under this branch, suggesting the field has diversified into multiple prediction paradigms beyond classical loss-based scaling.
The taxonomy reveals neighboring work in 'Compute-Optimal Training Regimes' (three papers) and 'Over-Training and Extended Training Regimes' (two papers), both focused on loss prediction rather than downstream metrics. The 'Benchmark Performance Prediction' leaf (one paper) addresses aggregate scores across tasks, while 'Refined Scaling Law Formulations' (one paper) explores advanced mathematical models. The paper's emphasis on direct accuracy prediction distinguishes it from these loss-centric approaches, though it shares the broader goal of extrapolating performance from limited experiments with compute-optimal studies.
Among thirty candidates examined, the first contribution (two-parameter scaling law) shows two refutable candidates from ten examined, suggesting some prior overlap in mathematical formulations. The second contribution (prediction framework) and third contribution (cross-ratio extension) each examined ten candidates with zero refutations, indicating these aspects may be less directly addressed in the limited search scope. The statistics suggest the core scaling law formulation has more substantial prior work, while the framework's application to extrapolation and cross-ratio generalization appears less explored within the examined literature.
Based on the top-thirty semantic matches and taxonomy structure, the work appears to advance a moderately active research direction. The limited search scope means the analysis captures nearby prior art but cannot confirm exhaustive novelty. The taxonomy's hierarchical organization suggests the field is maturing, with distinct clusters for different prediction targets, though downstream accuracy prediction remains less densely populated than loss-based scaling studies.
Taxonomy
Research Landscape Overview
Claimed Contributions
The authors introduce a direct scaling law that models downstream benchmark accuracy as a function of training FLOPs using only two parameters, eliminating the need for intermediate proxy metrics like pretraining loss. This approach is shown to be simpler and more accurate than existing two-stage methods.
The authors develop a framework that directly maps pretraining compute budget to downstream task accuracy without relying on intermediate proxy metrics. They validate this framework across 130 experiments spanning models up to 17B parameters trained on 350B tokens.
The authors generalize their scaling law to handle different token-to-parameter ratios and derive a formula for modeling pass@k rates in code generation tasks as a function of both training compute and number of samples.
Core Task Comparisons
Comparisons with papers in the same taxonomy category
[20] Predicting Downstream Performance in LLMs PDF
[46] Scaling Laws for Predicting Downstream Performance in LLMs PDF
Contribution Analysis
Detailed comparisons for each claimed contribution
Direct two-parameter scaling law for downstream accuracy
The authors introduce a direct scaling law that models downstream benchmark accuracy as a function of training FLOPs using only two parameters, eliminating the need for intermediate proxy metrics like pretraining loss. This approach is shown to be simpler and more accurate than existing two-stage methods.
[13] Language models scale reliably with over-training and on downstream tasks PDF
[46] Scaling Laws for Predicting Downstream Performance in LLMs PDF
[2] Training Compute-Optimal Large Language Models PDF
[51] The art of scaling reinforcement learning compute for llms PDF
[52] Reproducible scaling laws for contrastive language-image learning PDF
[53] Scaling laws for neural language models PDF
[54] Experiences with predicting resource performance on-line in computational grid settings PDF
[55] On Model and Data Scaling for Skeleton-based Self-Supervised Gait Recognition PDF
[56] Long-Term Water Temperature Forecasting in Fish Spawning Grounds Downstream of Hydropower Stations Using Machine Learning PDF
[57] Scaling Laws of Motion Forecasting and Planning - A Technical Report PDF
Framework for predicting downstream performance from pretraining budget
The authors develop a framework that directly maps pretraining compute budget to downstream task accuracy without relying on intermediate proxy metrics. They validate this framework across 130 experiments spanning models up to 17B parameters trained on 350B tokens.
[68] Datadecide: How to predict best pretraining data with small experiments PDF
[69] Zen-nas: A zero-shot nas for high-performance image recognition PDF
[70] Distillation scaling laws PDF
[71] Task2sim: Towards effective pre-training and transfer from synthetic data PDF
[72] Generative Pretrained Hierarchical Transformer for Time Series Forecasting PDF
[73] Joint Computation Offloading and Target Tracking in Integrated Sensing and Communication Enabled UAV Networks PDF
[74] Where should i spend my flops? efficiency evaluations of visual pre-training methods PDF
[75] What Matters More For In-Context Learning under Matched Compute Budgets: Pretraining on Natural Text or Incorporating Targeted Synthetic Examples? PDF
[76] Sequential bayesian experimental design with variable cost structure PDF
[77] Windowed Quantum Phase Estimation: Signal Processing Approach to a Quantum Algorithm PDF
Extension of scaling law across token-to-parameter ratios and repeated sampling
The authors generalize their scaling law to handle different token-to-parameter ratios and derive a formula for modeling pass@k rates in code generation tasks as a function of both training compute and number of samples.