Strictly non-volterra dynamic system about dynamics

The article examines the initial problems that led to the creation of dynamic systems. Numerical solutions are found for a time-continuous analogue of a fixed non-Volterra quadratic stochastic operator with discrete time. Using the MathCAD mathematical package, numerical solutions were determined for various initial values and parameters, and graphs and phase trajectories of the solutions were constructed. The advantages and disadvantages of the Runge-Kutte method used in solving the problem are highlighted.