Goldstein B N, Ivanova A N
FEBS Lett. 1987 Jun 15;217(2):212-5. doi: 10.1016/0014-5793(87)80665-8.
A graphical method to reveal the so-called 'critical fragments' in schemes of biochemical systems is considered. These fragments produce multiple steady states or self-oscillations in systems. As an example, the bifunctional enzyme, 6-phosphofructo-2-kinase/fructose-2,6-bisphosphatase, regulated by glucagon through enzyme phosphorylation, is discussed. It is shown that this enzyme may act as a metabolic switching mechanism in discontinuous or oscillatory regimes, depending on the specific structure of its kinetic scheme. The boundaries of concentrational and parameter domains for these critical phenomena are also predicted.
考虑了一种揭示生化系统方案中所谓“关键片段”的图形方法。这些片段会在系统中产生多个稳态或自振荡。作为一个例子,讨论了通过酶磷酸化受胰高血糖素调节的双功能酶6-磷酸果糖-2-激酶/果糖-2,6-二磷酸酶。结果表明,根据其动力学方案的特定结构,该酶可能在不连续或振荡状态下作为一种代谢切换机制。还预测了这些关键现象的浓度和参数域边界。