Department of Mathematical Sciences, Montana State University, Bozeman, MT, USA.
Department of Mathematical Sciences, Montana State University, Bozeman, MT, USA.
Math Biosci. 2024 Jan;367:109102. doi: 10.1016/j.mbs.2023.109102. Epub 2023 Nov 7.
Modeling biological systems holds great promise for speeding up the rate of discovery in systems biology by predicting experimental outcomes and suggesting targeted interventions. However, this process is dogged by an identifiability issue, in which network models and their parameters are not sufficiently constrained by coarse and noisy data to ensure unique solutions. In this work, we evaluated the capability of a simplified yeast cell-cycle network model to reproduce multiple observed transcriptomic behaviors under genomic mutations. We matched time-series data from both cycling and checkpoint arrested cells to model predictions using an asynchronous multi-level Boolean approach. We showed that this single network model, despite its simplicity, is capable of exhibiting dynamical behavior similar to the datasets in most cases, and we demonstrated the drop in severity of the identifiability issue that results from matching multiple datasets.
建模生物系统通过预测实验结果和提出有针对性的干预措施,有望加快系统生物学的发现速度。然而,这一过程受到可识别性问题的困扰,即网络模型及其参数不能通过粗糙和嘈杂的数据得到充分约束,从而无法确保唯一的解决方案。在这项工作中,我们评估了简化的酵母细胞周期网络模型在基因组突变下复制多个观察到的转录组行为的能力。我们使用异步多级布尔方法将来自有丝分裂和检查点阻滞细胞的时间序列数据与模型预测进行匹配。我们表明,尽管这个单一的网络模型很简单,但它在大多数情况下能够表现出与数据集相似的动态行为,并且我们证明了匹配多个数据集可以降低可识别性问题的严重程度。