Add to ORKGRare phenomena in Nonlinear Dynamics are very important and fascinating field of Nonlinear Dynamics and Chaos. How to predict in time dangerous rare attractors or to find new fruitful applications for rare dynamical phenomena is one of the important tasks of modern interdisciplinary science and engineering. 2nd Symposium on Rare Attractors and Rare Phenomena held in Rīga – Jūrmala, Latvia, May 16–20, 2011 has it aim to discuss such problem
This book is conceived as a comprehensive and detailed text-book on non-linear dynamical systems wit...
We describe a simple new method that provides instructive insights into the dynamics of chaotic time...
Many conferences, meetings, workshops, summer schools and symposia on nonlinear dynamical systems ar...
Materials of the International Symposium RA08 “Rare Attractors and Rare Phenomena in Nonlinear Dynam...
Analogy between attractors in nonlinear dynamics, called “rare attractors” by M.V. Zakrzhevsky and h...
Discrete equations are widely used at description of different nonlinear processes in natural and te...
This monograph is devoted to the new results of research on standard essentially nonline...
Hidden attractors represent a new interesting topic in the chaos literature. These attractors have a...
The problems of the global dynamics of nonlinear systems, described by discrete equations, are under...
The achieved result is the elaboration of the basic theory for searching chaotic oscillations and no...
The pendulum systems are widely used in the engineering, but their qualitative behavior hasn’t been ...
A paraphrase of Tolstoy that has become popular in the field of nonlinear dynamics is that while all...
A closed FRW cosmological model with a scalar field is studied. Bifurcation analysis was performed u...
Two chaotic attractors observed in Lotka-Volterra equations of dimension n = 3 are shown to represen...
The paper illustrates the application of the method of complete bifurcation groups (MCBG) and the co...
This book is conceived as a comprehensive and detailed text-book on non-linear dynamical systems wit...
We describe a simple new method that provides instructive insights into the dynamics of chaotic time...
Many conferences, meetings, workshops, summer schools and symposia on nonlinear dynamical systems ar...
Materials of the International Symposium RA08 “Rare Attractors and Rare Phenomena in Nonlinear Dynam...
Analogy between attractors in nonlinear dynamics, called “rare attractors” by M.V. Zakrzhevsky and h...
Discrete equations are widely used at description of different nonlinear processes in natural and te...
This monograph is devoted to the new results of research on standard essentially nonline...
Hidden attractors represent a new interesting topic in the chaos literature. These attractors have a...
The problems of the global dynamics of nonlinear systems, described by discrete equations, are under...
The achieved result is the elaboration of the basic theory for searching chaotic oscillations and no...
The pendulum systems are widely used in the engineering, but their qualitative behavior hasn’t been ...
A paraphrase of Tolstoy that has become popular in the field of nonlinear dynamics is that while all...
A closed FRW cosmological model with a scalar field is studied. Bifurcation analysis was performed u...
Two chaotic attractors observed in Lotka-Volterra equations of dimension n = 3 are shown to represen...
The paper illustrates the application of the method of complete bifurcation groups (MCBG) and the co...
This book is conceived as a comprehensive and detailed text-book on non-linear dynamical systems wit...
We describe a simple new method that provides instructive insights into the dynamics of chaotic time...
Many conferences, meetings, workshops, summer schools and symposia on nonlinear dynamical systems ar...