Department of Chemical Engineering, Massachusetts Institute of Technology, Cambridge, Massachusetts 02139, USA.
Biotechnol Bioeng. 1990 Dec 20;36(11):1119-32. doi: 10.1002/bit.260361107.
The synthesis of biochemical pathways satisfying stoichiometric constraints is discussed. Stoichiometric constraints arise primarily from designating compounds as required or allowed reactants, and required or allowed products of the pathways; they also arise from similar restrictions on intermediate metabolites and bioreactions participating in the pathways. An algorithm for the complete and correct solution of the problem is presented; the algorithm satisfies each constraint by recursively transforming a base-set of pathways. The algorithm is applied to the problem of lysine synthesis from glucose and ammonia. In addition to the established synthesis routes, the algorithm constructs several alternative pathways that bypass key enzymes, such as malate dehydrogenase and pyruvate dehydrogenase. Apart from the construction of pathways with desired characteristics, the systematic synthesis of pathways can also uncover fundamental constraints in a particular problem, by demonstrating that no pathways exist to meet certain sets of specifications. In the case of lysine, the algorithm shows that oxaloacetate is a necessary intermediate in all pathways leading to lysine from glucose, and that the yield of lysine over glucose cannot exceed 67% in the absence of enzymatic recovery of carbon dioxide.
讨论了满足化学计量约束的生化途径的合成。化学计量约束主要源于将化合物指定为途径所需或允许的反应物和产物;它们还源于对参与途径的中间代谢物和生物反应的类似限制。提出了一种完全正确解决该问题的算法;该算法通过递归地转换途径的基本集来满足每个约束。该算法应用于从葡萄糖和氨合成赖氨酸的问题。除了已建立的合成途径外,该算法还构建了绕过关键酶(如苹果酸脱氢酶和丙酮酸脱氢酶)的几种替代途径。除了构建具有所需特征的途径外,系统途径合成还可以通过证明不存在满足特定规范集的途径来揭示特定问题中的基本约束。在赖氨酸的情况下,该算法表明,草酰乙酸是从葡萄糖到赖氨酸的所有途径中的必需中间产物,并且在没有二氧化碳的酶回收的情况下,葡萄糖到赖氨酸的产率不能超过 67%。