TL;DR
PACE introduces a geometry-aware framework for single-cell trajectory inference that accurately reconstructs continuous cellular dynamics from destructive snapshots, outperforming existing methods.
Contribution
It develops a novel anisotropic Riemannian metric and neural bridge fitting approach to recover geometry-consistent trajectories without explicit cell pairing or lineage tracing.
Findings
Achieves 23.7% average reduction in distance metrics over baselines.
Improves RNA-velocity alignment by 15.4%.
Demonstrates strong performance across seven datasets.
Abstract
Single-cell trajectory inference from destructive time-course snapshots is fundamentally ill-posed: neither cross-time cell correspondences nor continuous trajectories are observed, so the snapshot distributions alone do not uniquely determine the underlying dynamics. Existing optimal transport and flow-based methods typically couple cells by Euclidean proximity at observed clock times, which can misalign trajectories when development is asynchronous and cells sampled at the same experimental time occupy different latent pseudotime stages. We propose PACE, a trajectory inference framework that recovers geometry-consistent continuous transport dynamics from destructive time-course snapshots through three coupled components. First, PACE constructs a state- and time-dependent anisotropic Riemannian metric that assigns low transport cost along locally supported tangent directions while…
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