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Deciphering heterogeneous populations of migrating cells based on the computational assessment of their dynamic properties.


ABSTRACT: Neuronal migration is a highly dynamic process, and multiple cell movement metrics can be extracted from time-lapse imaging datasets. However, these parameters alone are often insufficient to evaluate the heterogeneity of neuroblast populations. We developed an analytical pipeline based on reducing the dimensions of the dataset by principal component analysis (PCA) and determining sub-populations using k-means, supported by the elbow criterion method and validated by a decision tree algorithm. We showed that neuroblasts derived from the same adult neural stem cell (NSC) lineage as well as across different lineages are heterogeneous and can be sub-divided into different clusters based on their dynamic properties. Interestingly, we also observed overlapping clusters for neuroblasts derived from different NSC lineages. We further showed that genetic perturbations or environmental stimuli affect the migratory properties of neuroblasts in a sub-cluster-specific manner. Our data thus provide a framework for assessing the heterogeneity of migrating neuroblasts.

SUBMITTER: Ferreira A 

PROVIDER: S-EPMC9023771 | biostudies-literature | 2022 Apr

REPOSITORIES: biostudies-literature

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Deciphering heterogeneous populations of migrating cells based on the computational assessment of their dynamic properties.

Ferreira Aymeric A   Bressan Cedric C   Hardy Simon V SV   Saghatelyan Armen A  

Stem cell reports 20220317 4


Neuronal migration is a highly dynamic process, and multiple cell movement metrics can be extracted from time-lapse imaging datasets. However, these parameters alone are often insufficient to evaluate the heterogeneity of neuroblast populations. We developed an analytical pipeline based on reducing the dimensions of the dataset by principal component analysis (PCA) and determining sub-populations using k-means, supported by the elbow criterion method and validated by a decision tree algorithm. W  ...[more]

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