9 citations · 58 across the 16 of their papers we have counts for
8 papers · 1 filter
Self-Organization and Fractality in a Metabolic Process of the Krebs Cycle
V. I. Grytsay, I. V. Musatenko
With the help of a mathematical model, the metabolic process of the Krebs cycle is studied. The autocatalytic processes resulting in both the formation of the self-organization in…
Structural Instability of a Biochemical Process
V. I. Grytsay
By the example of a mathematical model of a biochemical process, the structural instability of dynamical systems is studied by calculating the full spectrum of Lyapunov indices wit…
The structure of a chaos of strange attractors within a mathematical model of the metabolism of a cell
V. I. Grytsay, I. V. Musatenko
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 e…
A mathematical model of the metabolic process of atherosclerosis
V. I. Grytsay
A mathematical model of the metabolic process of atherosclerosis is constructed.
Self-organization and fractality created by gluconeogenesis in the metabolic process
V. I. Grytsay
Within a mathematical model, the process of interaction of the metabolic processes such as glycolysis and gluconeogenesis is studied. As a result of the running of two opposite pro…
Self-Organization and Fractality in the Metabolic Process of Glycolysis
V. I. Grytsay
Within a mathematical model, the metabolic process of glycolysis is studied. The general scheme of glycolysis is considered as a natural result of the biochemical evolution. By usi…