From Complex Histories to Simple Predictors: Predictive Dimension in Dynamic Graph Learning
Existing continuous-time graph learning methods rely heavily on complex neural architectures to encode ever-expanding interaction histories.
ProofPaper ↗
Key points
- However, the future conditional distribution induced by complex histories can often be characterized by a low-dimensional predictive state manifold, implying that only a few predictive degrees of freedom are essential for future interactions.
- We therefore argue that continuous-time graph learning should identify low-dimensional states sufficient for future prediction rather than reconstruct the full history.
- To make this perspective measurable, we define and independently estimate the intrinsic predictive dimension, which quantifies the effective predictive degrees of freedom required by a given task.
- Based on this finding, we propose PreDyG, a lightweight model whose capacity is matched to the intrinsic predictive dimension.
Sources (1)
- [1]From Complex Histories to Simple Predictors: Predictive Dimension in Dynamic Graph LearningarXiv (AI, ML, NLP, CV, robotics, multi-agent) · Oct 20, 12:08 PM
Existing continuous-time graph learning methods rely heavily on complex neural architectures to encode ever-expanding interaction histories.
However, the future conditional distribution induced by complex histories can often be characterized by a low-dimensional predictive state manifold, implying that only a few predictive degrees of freedom are essential for future interactions.
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