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Pathwise Stationar y Solutions and Random Per iodic Solutions of Random Dynamical Systems (SPDEs, Random Maps)
Pathwise Stationar y Solutions Random Per
2015/4/3
here are two fundamental concepts in deter ministic dynamical systems: fixed
point (equilibr ium point) and per iodic solutions. For stochastic dynamical systems, they correspond to fundamental ideas...
Stochastic Quantification of Missing Mechanisms in Dynamical Systems
ynamical Systems Missing Mechanisms
2015/4/3
Due to lack of knowledge:
Missing mechanisms (ignored “too small" or “too fast" or
“unimportant" processes)
Unresolved scales (not represented in models)
Model uncertainties
STRUCTURE OF TRAJECTORIES OF DISCRETE DISPERSIVE DYNAMICAL SYSTEMS
Compact metric space set-valued mapping trajectory
2008/11/28
In this paper we study global attractors of discrete dispersive dynamical systems generated
by set-valued mappings and the structure of trajectories of these dynamical
systems.
CONVERGENCE OF TRAJECTORIES OF DISCRETE DISPERSIVE DYNAMICAL SYSTEMS
Compact metric space set-valued mapping trajectory global attractor
2008/11/26
In this paper we study the structure of trajectories of discrete dispersive dynamical
systems generated by set-valued mappings to their global attractors.