Physics

Cell trajectory inference based on schrödinger problem and a mechanistic model of stochastic gene expression

AI Insight

This study presents a computational framework that combines the Schrodinger bridge problem, a mathematical tool from optimal transport theory, with a mechanistic model of stochastic gene expression to infer cell trajectories from single-cell RNA sequencing data. The approach reconstructs developmental or differentiation paths of individual cells over time by modeling transcriptional dynamics probabilistically, accounting for the inherent noise in gene expression. The method provides a more biophysically grounded alternative to existing trajectory inference tools by explicitly incorporating gene expression kinetics rather than relying purely on geometric or statistical assumptions.


Accurate reconstruction of cell differentiation trajectories is essential for understanding development, disease progression, and the effects of therapeutic interventions at the cellular level. This framework could improve the interpretation of single-cell genomic datasets in contexts ranging from cancer biology to regenerative medicine.


Source: Cell trajectory inference based on schrödinger problem and a mechanistic model of stochastic gene expression