| Literature DB >> 28332977 |
Xiuwei Zhang1,2, Nir Yosef1,2.
Abstract
A combination of single-cell techniques and computational analysis enables the simultaneous discovery of cell states, lineage relationships and the genes that control developmental decisions.Entities:
Keywords: Transcriptomics; computational biology; context dependence; developmental biology; germ layer differentiation; human; mouse; single-cell RNA-seq; stem cells; systems biology
Mesh:
Year: 2017 PMID: 28332977 PMCID: PMC5364025 DOI: 10.7554/eLife.25654
Source DB: PubMed Journal: Elife ISSN: 2050-084X Impact factor: 8.140
Figure 1.A framework for studying developmental processes with single-cell RNA sequencing.
(A) The first challenge is to identify the different cell states. Jang et al. used single-cell RNA sequencing and other techniques to identify nine different cell states, based on them having similar mRNA profiles, during the early stages of development in a mouse embryo. Here, for the purposes of illustration, we show a system in which there are seven cell states (denoted by A–G), with two, three or four cells in each state. (B) The second challenge is to determine how these states fit into a lineage tree. This process is helped by the fact that the states form triplets (such as D-B-E or B-D-F, where the central state is B and D respectively), with one non-central member of the triplet having low levels of expression for certain 'transitional' transcription factor genes (see boxplot, where E has low levels of gene expression, whereas B and D have high levels). Furchtgott et al. couple these two challenges by an iterative process of first inferring cell sub-populations, then identifying a lineage tree over these sub-populations, and then restarting the process, this time using only the transitional genes to define the cell sub-populations. (C) The third challenge is to understand how transcriptional regulation controls cell development in this system. In the example shown here it is assumed that a network of four transcription factor genes (or clusters of co-regulated genes) are involved in regulation. By comparing many possible networks that can be formed by four genes (or clusters of genes) and have seven steady states (one for each of the cell states identified in A), it is possible to make predictions of the interaction between pairs of transcription factors. In this example the state A corresponds to genes 2 and 3 being expressed (1) and genes 1 and 4 not being expressed (0), while state G corresponds to gene 1 being expressed and genes 2, 3 and 4 not being expressed. The expression of a gene is determined by summing over the influences of its expressed neighbors: for example, under some parametrization, gene 3 in this network will be determined as expressed if genes 1 and 4 are on.