Practical stability and analysis of sensitivity of parameters dependent dynamic systems with variable dimension of phase space

Dynamic models of parameters dependent systems described by ordinary differential equations with a variable dimension of phase space are presented. Criteria of practical stability of parameters dependent linear dynamic systems with variable dimension of phase space are offered. The matrix equations of sensitivity and dependence which determine the change of phase space dimension for matrix functions of sensitivity are obtained. Algorithms for calculating parameters tolerance for the linear systems with variable dimension of phase space are developed. © 2016 by Begell House Inc.