Closed-loop cycles of experiment design, execution, and learning accelerate systems biology model development in yeast

酵母 循环(图论) 生物 系统生物学 合成生物学 计算机科学 模型系统 计算生物学 生物化学 数学 组合数学
作者
Anthony Coutant,Katherine Roper,Daniel Trejo Baños,Dominique Bouthinon,Martin Carpenter,Jacek Grzebyta,Guillaume Santini,Henry Soldano,Mohamed Elati,Jan Ramon,Céline Rouveirol,Larisa Soldatova,Ross D. King
出处
期刊:Proceedings of the National Academy of Sciences of the United States of America [National Academy of Sciences]
卷期号:116 (36): 18142-18147 被引量:27
标识
DOI:10.1073/pnas.1900548116
摘要

One of the most challenging tasks in modern science is the development of systems biology models: Existing models are often very complex but generally have low predictive performance. The construction of high-fidelity models will require hundreds/thousands of cycles of model improvement, yet few current systems biology research studies complete even a single cycle. We combined multiple software tools with integrated laboratory robotics to execute three cycles of model improvement of the prototypical eukaryotic cellular transformation, the yeast (Saccharomyces cerevisiae) diauxic shift. In the first cycle, a model outperforming the best previous diauxic shift model was developed using bioinformatic and systems biology tools. In the second cycle, the model was further improved using automatically planned experiments. In the third cycle, hypothesis-led experiments improved the model to a greater extent than achieved using high-throughput experiments. All of the experiments were formalized and communicated to a cloud laboratory automation system (Eve) for automatic execution, and the results stored on the semantic web for reuse. The final model adds a substantial amount of knowledge about the yeast diauxic shift: 92 genes (+45%), and 1,048 interactions (+147%). This knowledge is also relevant to understanding cancer, the immune system, and aging. We conclude that systems biology software tools can be combined and integrated with laboratory robots in closed-loop cycles.
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