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The cell differentiation in multicellular eukaryotes is one of the most curious phenomena. The recent gene and genome sequencing reveals that most of differentiated cells in a multicellular eukaryote carry a common genome and that such a genome contains the expanded repertoire of genes of proteins associated with the cell-cell adhesion, intercellular and intracellular signal transduction and transcriptional regulation. The cell differentiation occurs in the assembly consisting of a large number of cells after the cell proliferation, and this process is regarded as a stochastic process. Its formulation starts with the master equation in the present paper. The cell differentiation is reproduced in the equation of the most probable path derived from the master equation, when the short-range and long-range interactions between the cells as well as the transition probability between the proliferation and differentiation modes are considered. Moreover, the equation of the most probable path explains the experimental results such as the “memory”, tissue culture and the preparation of induced pluripotent stem (iPS) cells in embryology, if the long-range interaction is considered to be the regulation of gene transcription under the influence of intracellular signal transduction from the receptor accepting the ligand secreted by other types of cells and the short-range interaction is considered to stabilize the intracellular signal transduction by the contact between the same type of cells. The “organizer” found in the initial development of embryo is also explained as the cells that preferentially express the specific gene of a ligand to rouse the long-range interaction. In conclusion, the present study proposes that the complicated intercellular and intracellular signal transduction causing the cell differentiation is ascribed to the long-range interaction between distinctive types of cells and the short-range interaction between the same type of cells.
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篇名 A Mathematical Model of the Cell Differentiation in Multicellular Eukaryotes
来源期刊 应用数学(英文) 学科 医学
关键词 Stochastic Process LONG-RANGE INTERACTION SHORT-RANGE INTERACTION Signal TRANSDUCTION TRANSCRIPTIONAL Regulation
年,卷(期) yysxyw_2020,(3) 所属期刊栏目
研究方向 页码范围 157-171
页数 15页 分类号 R73
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Stochastic
Process
LONG-RANGE
INTERACTION
SHORT-RANGE
INTERACTION
Signal
TRANSDUCTION
TRANSCRIPTIONAL
Regulation
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应用数学(英文)
月刊
2152-7385
武汉市江夏区汤逊湖北路38号光谷总部空间
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