ON THE VISUALIZATION QUALITATIVE ANALYSIS IN NONLINEAR DYNAMIC SYSTEMS

Article Name:		ON THE VISUALIZATION QUALITATIVE ANALYSIS IN NONLINEAR DYNAMIC SYSTEMS
Authors:		N.M. Evstigneev (Russia), O.I. Ryabkov (Russia)
Address:		N.M. Evstigneev EvstigneevNM@yandex.ru Institute for System Analysis, Russian Academy of Science, Russia O.I. Ryabkov Institute for System Analysis, Russian Academy of Science, Russia
Abstract:		It is essentially important for data to be representative spatially when dealing with qualitative analysis of mathematical nonlinear dynamic systems. In this paper a brief summery is plotted to show some ideas and implementation of data analysis in nonlinear dynamic systems. Dynamic systems in question are represented by initial (boundary) value problems for ordinary or partial differential equations and can be classified as finite dimensional systems, Hamiltonian systems and infinite dimensional systems. For each class of systems the data visualization methods are presented as main tools in qualitative nonlinear analysis.
Language:		Russian

Scientific Visualization