On the existence of discontinuous dynamical systems introduced by filippov solution

Rok, strany: 2004, 251 - 258

Generalized solutions of differential equations are presently utilized to analyse discontinuous mathematical models in many tasks of modern control engineering. In this paper, some conditions under which Filippov solutions create the dynamical system (flow) are shown. They constitute the basis of qualitative conclusions about the evolution of the state of control systems used in contemporary applications of the differential equations theory.

ISO 690:

Waclawski, T. 2004. On the existence of discontinuous dynamical systems introduced by filippov solution. In Tatra Mountains Mathematical Publications, vol. 28, no.2, pp. 251-258. 1210-3195.

APA:

Waclawski, T. (2004). On the existence of discontinuous dynamical systems introduced by filippov solution. Tatra Mountains Mathematical Publications, 28(2), 251-258. 1210-3195.