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This work continues the study of the earlier constructed mathematical model of the metabolic process running in a cell. We will consider auto-oscillations arising on the level of enzymesubstrate interactions in the nutrient and respiratory chains, which leads to the self-organization in autocatalysis of the integral metabolic process in cells. The… (More)

- V I Grytsay, I V Musatenko
- Ukraïnsʹkyĭ biokhimichnyĭ z︠h︡urnal
- 2013

In this work, a mathematical model of self-oscillatory dynamics of the metabolism in a cell is studied. The full phase-parametric characteristics of variations of the form of attractors depending on the dissipation of a kinetic membrane potential are calculated. The bifurcations and the scenarios of the transitions "order-chaos", "chaos-order" and… (More)

- V I Grytsay, I V Musatenko
- Ukraïnsʹkyĭ biokhimichnyĭ z︠h︡urnal
- 2013

The metabolic processes of the Krebs cycle is studied with the help of a mathematical model. The autocatalytic processes resulting in both the formation of the self-organization in the Krebs cycle and the appearance of a cyclicity of its dynamics are determined. Some structural-functional connections creating the synchronism of an autoperiodic functioning… (More)

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