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arXiv 2103.08130physics.bio-phcond-mat.soft
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从单细胞轨迹中学习发育模式动力学

Learning developmental mode dynamics from single-cell trajectories

Nicolas Romeo, Alasdair Hastewell, Alexander Mietke, Jörn Dunkel

AI总结:

结合模态分解与稀疏动力系统推断,提出从单细胞成像数据学习连续介质模型的计算框架,以斑马鱼早期原肠胚细胞迁移为例,揭示了发育对称性破缺及全胚胎细胞迁移与曲面主动布朗粒子动力学之间的相似性。

摘要:

胚胎发生是一个多尺度过程,在此过程中发育对称性破缺转变产生了复杂的多细胞生物。高分辨率活细胞显微技术的最新进展为胚胎发育各阶段的集体细胞动力学提供了前所未有的见解。这种快速的实验进展带来了理论挑战:将高维成像数据转化为预测性的低维模型,以捕捉复杂几何形状中支配发育细胞迁移的基本有序原理。在此,我们将凝聚态物理学和湍流理论中被证明成功的模态分解思想与稀疏动力系统推断的最新进展相结合,实现了一个从单细胞成像数据中学习定量连续介质模型的计算框架。以斑马鱼早期原肠胚形成过程中全胚胎细胞迁移这一被广泛研究的例子,我们展示了曲面上的细胞轨迹数据如何用合适的谐波基函数进行粗粒化和压缩。。由此产生的集体细胞动力学低维表示能够对发育对称破缺的紧凑表征,并直接推断出一个可解释的流体动力学模型,该模型揭示了全胚胎细胞迁移与曲面上的主动布朗粒子动力学之间的相似性。基于其通用的概念基础,我们期望基于模式的模型学习能够帮助推进定量生物物理理解,各种发育结构形成过程。

英文摘要:

Embryogenesis is a multiscale process during which developmental symmetry breaking transitions give rise to complex multicellular organisms. Recent advances in high-resolution live-cell microscopy provide unprecedented insights into the collective cell dynamics at various stages of embryonic development. This rapid experimental progress poses the theoretical challenge of translating high-dimensional imaging data into predictive low-dimensional models that capture the essential ordering principles governing developmental cell migration in complex geometries. Here, we combine mode decomposition ideas that have proved successful in condensed matter physics and turbulence theory with recent advances in sparse dynamical systems inference to realize a computational framework for learning quantitative continuum models from single-cell imaging data. Considering pan-embryo cell migration during early gastrulation in zebrafish as a widely studied example, we show how cell trajectory data on a curved surface can be coarse-grained and compressed with suitable harmonic basis functions. The resulting low-dimensional representation of the collective cell dynamics enables a compact characterization of developmental symmetry breaking and the direct inference of an interpretable hydrodynamic model, which reveals similarities between pan-embryo cell migration and active Brownian particle dynamics on curved surfaces. Due to its generic conceptual foundation, we expect that mode-based model learning can help advance the quantitative biophysical understanding of a wide range of developmental structure formation processes.

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