用多窄路结构提升小数据下的模型泛化能力
Multi-Narrow Transformation as a Single-Model Ensemble: Boundary Conditions, Mechanisms, and Failure Modes
- 将宽网络拆成多个独立窄路径,保持参数量不变
- 小数据下多窄路比宽网络更优,大数下则相反
- 适合资源有限时做模型容量分配决策
单模型集成(SME)通过单一网络近似深度集成的效果。本文提出多窄路(MN)变换,将基准卷积网络转化为参数量相近的多条独立窄路径集成。在不同数据规模、架构和数据集上对比单宽路与多窄路结构发现:数据丰富时,弱分割或原始宽模型更优;数据稀缺时,高度分割的多窄路模型始终优于基准。该趋势在多种CNN架构和图像分类数据集上一致。分析内部表示显示,高分割模型学习到更多样、低冗余的路径特征;小数据下这些特征被广泛利用,提升泛化能力;大数据下训练失衡,预测由少数路径主导。研究揭示了多窄路有效性的边界条件,为有限预算下的容量分配提供实践指导。
原文摘要 · Abstract (English)
Single-model ensembles (SMEs) have attracted attention as a way to approximate some of the benefits of deep ensembles within a single network. However, under an approximately matched parameter budget, it remains unclear whether model capacity should be concentrated in a single wide pathway or redistributed into many narrow and independent members. We investigate this question through the Multi-Narrow (MN) transformation, which converts a baseline CNN into an SME of narrow, path-wise independent branches while approximately preserving the dominant parameter budget. We systematically compare Single-Wide and Multi-Narrow configurations across different training-data regimes, architectures, and datasets. The results show that the effectiveness of MN is strongly data-dependent: weakly partitioned or baseline-wide models are preferable in data-rich settings, whereas highly partitioned MN models consistently outperform the baseline in low-data settings. This tendency is reproduced across multiple CNN architectures and image-classification datasets, suggesting that it is not specific to a single benchmark or model family. Analysis of internal representations shows that high-MN models learn more diverse and less redundant path-wise features. In low-data regimes, this diversity is broadly utilized and improves generalization, whereas in data-rich regimes, training becomes imbalanced and prediction is dominated by a small subset of paths. These findings clarify when and why Multi-Narrow transformation is effective, and provide practical guidance for allocating model capacity between width and member multiplicity under a limited budget.
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