Velderraín José Dávila, Martínez-García Juan Carlos, Álvarez-Buylla Elena R
Centro de Ciencias de la Complejidad (C3), Universidad Nacional Autónoma de México (UNAM), Ciudad Universitaria, México, DF, 04510, Mexico.
Departamento de Control Automático, Cinvestav-IPN, A.P. 14-740, México, DF, 07300, Mexico.
Methods Mol Biol. 2017;1629:297-315. doi: 10.1007/978-1-4939-7125-1_19.
Mathematical models based on dynamical systems theory are well-suited tools for the integration of available molecular experimental data into coherent frameworks in order to propose hypotheses about the cooperative regulatory mechanisms driving developmental processes. Computational analysis of the proposed models using well-established methods enables testing the hypotheses by contrasting predictions with observations. Within such framework, Boolean gene regulatory network dynamical models have been extensively used in modeling plant development. Boolean models are simple and intuitively appealing, ideal tools for collaborative efforts between theorists and experimentalists. In this chapter we present protocols used in our group for the study of diverse plant developmental processes. We focus on conceptual clarity and practical implementation, providing directions to the corresponding technical literature.
基于动力系统理论的数学模型是非常合适的工具,可用于将现有的分子实验数据整合到连贯的框架中,以便提出关于驱动发育过程的协同调控机制的假设。使用成熟方法对所提出模型进行计算分析,能够通过将预测结果与观察结果进行对比来检验这些假设。在这样的框架内,布尔基因调控网络动力学模型已被广泛用于植物发育建模。布尔模型简单且直观,是理论家和实验家合作的理想工具。在本章中,我们介绍了我们小组用于研究多种植物发育过程的方案。我们注重概念的清晰性和实际应用,为相应的技术文献提供指导。