Peter Stephan, Josephraj Arun, Ibrahim Bashar
Department of Basic Sciences, Ernst-Abbe University of Applied Sciences Jena, Carl-Zeiss-Promenade 2, 07745 Jena, Germany.
Department of Artificial Intelligence and Machine Learning, BMS Institute of Technology and Management, Bangalore 560066, India.
Biomedicines. 2024 Oct 14;12(10):2334. doi: 10.3390/biomedicines12102334.
: The regulation of cellular proliferation and genomic integrity is controlled by complex surveillance mechanisms known as cell cycle checkpoints. Disruptions in these checkpoints can lead to developmental defects and tumorigenesis. : To better understand these mechanisms, computational modeling has been employed, resulting in a dataset of 414 mathematical models in the BioModels database. These models vary significantly in detail and simulated processes, necessitating a robust analytical approach. : In this study, we apply the chemical organization theory (COT) to these models to gain insights into their dynamic behaviors. COT, which handles both ordinary and partial differential equations (ODEs and PDEs), is utilized to analyze the compartmentalized structures of these models. COT's framework allows for the examination of persistent subsystems within these models, even when detailed kinetic parameters are unavailable. By computing and analyzing the lattice of organizations, we can compare and rank models based on their structural features and dynamic behavior. : Our application of the COT reveals that models with compartmentalized organizations exhibit distinctive structural features that facilitate the understanding of phenomena such as periodicity in the cell cycle. This approach provides valuable insights into the dynamics of cell cycle control mechanisms, refining existing models and potentially guiding future research in this area.
细胞增殖和基因组完整性的调控由称为细胞周期检查点的复杂监测机制控制。这些检查点的破坏会导致发育缺陷和肿瘤发生。
为了更好地理解这些机制,人们采用了计算建模,在生物模型数据库中产生了一个包含414个数学模型的数据集。这些模型在细节和模拟过程上有很大差异,因此需要一种强大的分析方法。
在本研究中,我们将化学组织理论(COT)应用于这些模型,以深入了解它们的动态行为。COT可处理常微分方程和偏微分方程(ODEs和PDEs),用于分析这些模型的分隔结构。即使在没有详细动力学参数的情况下,COT的框架也允许检查这些模型中的持久子系统。通过计算和分析组织晶格,我们可以根据模型的结构特征和动态行为进行比较和排序。
我们对COT的应用表明,具有分隔组织的模型表现出独特的结构特征,有助于理解细胞周期中的周期性等现象。这种方法为细胞周期控制机制的动力学提供了有价值的见解,完善了现有模型,并可能指导该领域的未来研究。