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arXiv 1609.08035q-bio.QMcond-mat.stat-mechcs.CGcs.CV

Connecting the dots across time: Reconstruction of single cell signaling trajectories using time-stamped data

Battelle Center for Mathematical Medicine, Research Institute at the Nationwide Children's Hospital(全国儿童医院研究所巴特尔数学医学中心);The Ohio State University(俄亥俄州立大学);University of Iowa(爱荷华大学);University of California, San Francisco(加利福尼亚大学旧金山分校);Institute of Bioinformatics and Applied Biotechnology(生物信息学与应用生物技术研究所)

Sayak Mukherjee, David Stewart, William Stewart, Lewis L. Lanier, Jayajit Das

英文摘要:

Single cell responses are shaped by the geometry of signaling kinetic trajectories carved in a multidimensional space spanned by signaling protein abundances. It is however challenging to assay large number (>3) of signaling species in live-cell imaging which makes it difficult to probe single cell signaling kinetic trajectories in large dimensions. Flow and mass cytometry techniques can measure a large number (4 - >40) of signaling species but are unable to track single cells. Thus cytometry experiments provide detailed time stamped snapshots of single cell signaling kinetics. Is it possible to use the time stamped cytometry data to reconstruct single cell signaling trajectories? Borrowing concepts of conserved and slow variables from non-equilibrium statistical physics we develop an approach to reconstruct signaling trajectories using snapshot data by creating new variables that remain invariant or vary slowly during the signaling kinetics. We apply this approach to reconstruct trajectories using snapshot data obtained from in silico simulations and live-cell imaging measurements. The use of invariants and slow variables to reconstruct trajectories provides a radically different way to track object using snapshot data. The approach is likely to have implications for solving matching problems in a wide range of disciplines.

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