A mathematical model of tissue growth and differentiation is presented. The equation of the living tissue growth is plotted on the basis of the analogy with Lagrange approach in the description of liquid. Factors responsible for the position of the tissue in time and space are described in terms activator-inhibitor. The equation system obtained is analysed… (More)

In work, it is constructed a discrete mathematical model of motion of a perfect fluid. The fluid is represented as an ensemble of identical so-called liquid particles, which are in the form of extended geometrical objects: circles and spheres for two-dimensional and three-dimensional cases, respectively. The mechanism of interaction between the liquid… (More)