Hierarchical Data Selection via Manifold Coverage and Sparse Feature Coverage in LLM Post-training

arXiv CS · · 2 min read · Engineering & Technology

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Key Takeaways

  • MASS consistently outperforms strong data selection baselines across multiple budgets.
  • MASS matches or surpasses full data training with only a small subset of data in several settings.
  • MASS learns low-dimensional principal manifold coordinates for coarse semantic grouping.
  • MASS performs quality-aware sparse feature coverage within groups using a TopK sparse autoencoder.

Why This Matters

Selecting high-value data subsets is crucial for reducing training costs and improving model performance as supervised fine-tuning data scales. This approach offers a method to achieve these efficiencies in LLM post-training.

Overview

Research introduces a data selection methodology, termed MASS (Manifold Coverage and Sparse Feature Coverage), for optimizing supervised fine-tuning in large language models (LLMs). This approach addresses challenges associated with scaling fine-tuning data by formulating data selection as a coarse-to-fine hierarchical coverage problem. The objective is to identify high-value subsets from extensive candidate pools, aiming to reduce training costs while simultaneously enhancing model performance.

Research Context

Supervised fine-tuning data for LLMs continues to grow in scale, presenting a need for efficient data selection strategies. Current methodologies often evaluate data diversity within the original embedding space. This direct measurement can lead to entanglement of several factors, including dominant semantic directions, fine-grained differences in supervision signals, and local noise, which can complicate the identification of truly high-value data. The presented work aims to mitigate these limitations by introducing a novel hierarchical framework for data selection.

Approach

The proposed MASS method employs a two-stage, hierarchical coverage strategy for data selection:

  • Coarse Semantic Grouping: The initial stage involves learning low-dimensional principal manifold coordinates. This is achieved through the use of a dense autoencoder. The purpose of this step is to establish broad semantic categories or groups within the data.
  • Quality-Aware Sparse Feature Coverage: Following coarse grouping, the second stage performs quality-aware sparse feature coverage. This process is conducted within each of the previously established semantic groups. A TopK sparse autoencoder is utilized for this purpose, enabling the identification of key features within these groups.

This hierarchical formulation transforms data selection into a problem of covering different aspects of data at varying levels of granularity, moving from a general semantic overview to specific feature representation.

Findings

Empirical evaluation of the MASS method was conducted using two specific datasets: Vision Flan and LLaVA-CoT. The experiments yielded several key findings:

  • MASS consistently outperformed established data selection baselines. This performance advantage was observed across multiple budget constraints, indicating its robustness in resource-limited scenarios.
  • In several experimental settings, the performance of models trained using data subsets selected by MASS either matched or surpassed the performance achieved with full data training. This outcome suggests that MASS can enable significant data reduction without compromising, and in some cases enhancing, model efficacy.

Why This Matters

The ability to select high-value data subsets from large candidate pools is crucial for mitigating the increasing training costs associated with scaling supervised fine-tuning data for LLMs. By improving data selection efficiency, methods like MASS can contribute to reducing computational resource consumption and accelerating the development and deployment of advanced language models.

Key Limitations Mentioned by Researchers

The source abstract does not explicitly mention any limitations of the research or methodology.

Research Information

Institution
arXiv CS
Original Study
View Publication
Source
arXiv CS

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