Critical Cases of Stability of Mathematical Model of 3-kind Population
| Authors: Sadovsky P.A. | Published: 13.03.2014 |
| Published in issue: #4(23)/2006 | |
| DOI: | |
| Category: Applied Mathematics and Methods of Mathematical Simulation | |
| Keywords: | |
The stability of a system of equations describing the Lotka-Volterra mathematical model of 3-kind population is studied with supposition that the characteristic equation of the system has the zero root of order no less than a unit. Values for coefficients with which the system is stable are set.
