Simulation of Somatic Evolution Through the Introduction of Random Mutation to the Rules of Conway's Game of Life.

IF 5 4区 医学 Q3 BIOPHYSICS
Cellular and molecular bioengineering Pub Date : 2024-10-20 eCollection Date: 2024-12-01 DOI:10.1007/s12195-024-00828-9
Michael R King
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引用次数: 0

Abstract

Introduction: Conway's Game of Life (GOL), and related cellular automata (CA) models, have served as interesting simulations of complex behaviors resulting from simple rules of interactions between neighboring cells, that sometime resemble the growth and reproduction of living things. Thus, CA has been applied towards understanding the interaction and reproduction of single-cell organisms, and the growth of larger, disorganized tissues such as tumors. Surprisingly, however, there have been few attempts to adapt simple CA models to recreate the evolution of either new species, or subclones within a multicellular, tumor-like tissue.

Methods: In this article, I present a modified form of the classic Conway's GOL simulation, in which the three integer thresholds that define GOL (number of neighboring cells, below which a cell will "die of loneliness"; number of neighboring cells, above which a cell will die of overcrowding; and number of neighboring cells that will result in spontaneous birth of a new cell within an empty lattice location) are occasionally altered with a randomized mutation of fractional magnitude during new "cell birth" events. Newly born cells "inherit" the current mutation state of a neighboring parent cell, and over the course of 10,000 generations these mutations tend to accumulate until they impact the behaviors of individual cells, causing them to transition from the sparse, small patterns of live cells characteristic of GOL into a more dense, unregulated growth resembling a connected tumor tissue.

Results: The mutation rate and mutation magnitude were systematically varied in repeated randomized simulation runs, and it was determined that the most important mutated rule for the transition to unregulated, tumor-like growth was the overcrowding threshold, with the spontaneous birth and loneliness thresholds being of secondary importance. Spatial maps of the different "subclones" of cells that spontaneously develop during a typical simulation trial reveal that cells with greater fitness will overgrow the lattice and proliferate while the less fit, "wildtype" GOL cells die out and are replaced with mutant cells.

Conclusions: This simple modeling approach can be easily modified to add complexity and more realistic biological details, and may yield new understanding of cancer and somatic evolution.

Supplementary information: The online version contains supplementary material available at 10.1007/s12195-024-00828-9.

Abstract Image

Abstract Image

Abstract Image

通过在康威生命游戏规则中引入随机突变来模拟体细胞进化。
简介:康威的生命游戏(GOL)和相关的细胞自动机(CA)模型,已经成为由邻近细胞之间简单的相互作用规则产生的复杂行为的有趣模拟,有时类似于生物的生长和繁殖。因此,CA已被应用于理解单细胞生物的相互作用和繁殖,以及更大的、无组织的组织(如肿瘤)的生长。然而,令人惊讶的是,很少有人尝试采用简单的CA模型来重现新物种或多细胞肿瘤样组织内亚克隆的进化。方法:在本文中,我提出了经典Conway's GOL模拟的修改形式,其中三个整数阈值定义了GOL(相邻细胞的数量,低于此数的细胞将“死于孤独”);相邻细胞的数目,超过这个数目一个细胞将因过度拥挤而死亡;在新的“细胞出生”事件中,相邻细胞的数量(将导致在空晶格位置内自发产生新细胞)偶尔会发生分数量级的随机突变。新生细胞“继承”了邻近亲本细胞的当前突变状态,在10,000代的过程中,这些突变倾向于积累,直到它们影响单个细胞的行为,导致它们从GOL特征的稀疏,小的活细胞模式转变为更密集,不受调节的生长,类似于连接的肿瘤组织。结果:在重复随机模拟运行中系统地改变了突变率和突变幅度,确定了向无管制的肿瘤样生长过渡的最重要的突变规则是过度拥挤阈值,其次是自发出生和孤独阈值。在典型的模拟试验中自发发育的细胞的不同“亚克隆”的空间图显示,适应性较强的细胞会过度生长并增殖,而适应性较差的“野生型”GOL细胞会死亡并被突变细胞所取代。结论:这种简单的建模方法可以很容易地进行修改,以增加复杂性和更真实的生物学细节,并可能产生对癌症和体细胞进化的新理解。补充信息:在线版本包含补充资料,下载地址:10.1007/s12195-024-00828-9。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
5.60
自引率
3.60%
发文量
30
审稿时长
>12 weeks
期刊介绍: The field of cellular and molecular bioengineering seeks to understand, so that we may ultimately control, the mechanical, chemical, and electrical processes of the cell. A key challenge in improving human health is to understand how cellular behavior arises from molecular-level interactions. CMBE, an official journal of the Biomedical Engineering Society, publishes original research and review papers in the following seven general areas: Molecular: DNA-protein/RNA-protein interactions, protein folding and function, protein-protein and receptor-ligand interactions, lipids, polysaccharides, molecular motors, and the biophysics of macromolecules that function as therapeutics or engineered matrices, for example. Cellular: Studies of how cells sense physicochemical events surrounding and within cells, and how cells transduce these events into biological responses. Specific cell processes of interest include cell growth, differentiation, migration, signal transduction, protein secretion and transport, gene expression and regulation, and cell-matrix interactions. Mechanobiology: The mechanical properties of cells and biomolecules, cellular/molecular force generation and adhesion, the response of cells to their mechanical microenvironment, and mechanotransduction in response to various physical forces such as fluid shear stress. Nanomedicine: The engineering of nanoparticles for advanced drug delivery and molecular imaging applications, with particular focus on the interaction of such particles with living cells. Also, the application of nanostructured materials to control the behavior of cells and biomolecules.
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