Add to ORKGDiscrete equations are widely used at description of different nonlinear processes in natural and technical sciences. By means of rather simple methods they allow studying basic nonlinear effects and dependences, such as multiplicity, rare attractors and chaos
summary:Non-linearity is essential for occurrence of chaos in dynamical system. The size of phase sp...
A discrete time version of the replicator equation for two strategy games is studied. The stationary...
A discrete time version of the replicator equation for two strategy games is studied. The stationary...
This monograph is devoted to the new results of research on standard essentially nonline...
Rare phenomena in Nonlinear Dynamics are very important and fascinating field of Nonlinear Dynamics ...
The problems of the global dynamics of nonlinear systems, described by discrete equations, are under...
Materials of the International Symposium RA08 “Rare Attractors and Rare Phenomena in Nonlinear Dynam...
This book provides an introduction to the analysis of discrete dynamical systems. The content is pre...
The achieved result is the elaboration of the basic theory for searching chaotic oscillations and no...
Analogy between attractors in nonlinear dynamics, called “rare attractors” by M.V. Zakrzhevsky and h...
The main features and components of a new so-called bifurcation theory of nonlinear dynamics and cha...
Abstract. Almost all natural systems have certain nonlinear properties and display ergodic and chaot...
Hidden attractors represent a new interesting topic in the chaos literature. These attractors have a...
summary:Non-linearity is essential for occurrence of chaos in dynamical system. The size of phase sp...
In this brief survey we present and compare some of the most used notions of chaos for discrete dyna...
summary:Non-linearity is essential for occurrence of chaos in dynamical system. The size of phase sp...
A discrete time version of the replicator equation for two strategy games is studied. The stationary...
A discrete time version of the replicator equation for two strategy games is studied. The stationary...
This monograph is devoted to the new results of research on standard essentially nonline...
Rare phenomena in Nonlinear Dynamics are very important and fascinating field of Nonlinear Dynamics ...
The problems of the global dynamics of nonlinear systems, described by discrete equations, are under...
Materials of the International Symposium RA08 “Rare Attractors and Rare Phenomena in Nonlinear Dynam...
This book provides an introduction to the analysis of discrete dynamical systems. The content is pre...
The achieved result is the elaboration of the basic theory for searching chaotic oscillations and no...
Analogy between attractors in nonlinear dynamics, called “rare attractors” by M.V. Zakrzhevsky and h...
The main features and components of a new so-called bifurcation theory of nonlinear dynamics and cha...
Abstract. Almost all natural systems have certain nonlinear properties and display ergodic and chaot...
Hidden attractors represent a new interesting topic in the chaos literature. These attractors have a...
summary:Non-linearity is essential for occurrence of chaos in dynamical system. The size of phase sp...
In this brief survey we present and compare some of the most used notions of chaos for discrete dyna...
summary:Non-linearity is essential for occurrence of chaos in dynamical system. The size of phase sp...
A discrete time version of the replicator equation for two strategy games is studied. The stationary...
A discrete time version of the replicator equation for two strategy games is studied. The stationary...