Add to ORKGOne of the recent trends in pattern formation theory is to study the interrelation and transitions among various type of solutions based on a list of a special class of solutions relevant to the problem, which seems to be becoming an essential tool to understand complex dynamics. We illustrate this through the study of dynamics o
Theoretical advances in dynamical-systems theory and their applications to pattern-forming processes...
To understand the collective behaviors of biological swarms, flocks, and colonies, we investigated t...
This is the final report in connection with the project ''Theoretical and computational studies of p...
Turing's theory of pattern formation has been used to describe the formation of self-organized perio...
Three typical transient dynamics in dissipative systems are dis cussed, namely self-replication, sel...
Mathematicians and biologists have presented various models to describe patterns found in biological...
In this article, we focus on a pattern formation method via reaction - diffusion systems. In particu...
Pattern formation is a subfield of nonlinear dynamics in spatially extended systems. Although the la...
Dissipative Particle Dynamics is a particle model that allows to simulate complex fluids at meso-sco...
This paper formulates a new particle motion system. The dynamic behaviors of the system are studied ...
Abstract. Patterns and nonlinear waves arise in many applications. Mathe-matical descriptions and an...
Quantum field theories lead in general to a large number of coupled nonlinear equations. Solving fi...
Dissipative solitons are local excitations of nonlinear continuous systems which emerge due to a flu...
Phase transitions in disordered systems and related dynamical phenomena are a topic of intrinsically...
To understand the collective behaviors of biological swarms, flocks, and colonies, we investigated t...
Theoretical advances in dynamical-systems theory and their applications to pattern-forming processes...
To understand the collective behaviors of biological swarms, flocks, and colonies, we investigated t...
This is the final report in connection with the project ''Theoretical and computational studies of p...
Turing's theory of pattern formation has been used to describe the formation of self-organized perio...
Three typical transient dynamics in dissipative systems are dis cussed, namely self-replication, sel...
Mathematicians and biologists have presented various models to describe patterns found in biological...
In this article, we focus on a pattern formation method via reaction - diffusion systems. In particu...
Pattern formation is a subfield of nonlinear dynamics in spatially extended systems. Although the la...
Dissipative Particle Dynamics is a particle model that allows to simulate complex fluids at meso-sco...
This paper formulates a new particle motion system. The dynamic behaviors of the system are studied ...
Abstract. Patterns and nonlinear waves arise in many applications. Mathe-matical descriptions and an...
Quantum field theories lead in general to a large number of coupled nonlinear equations. Solving fi...
Dissipative solitons are local excitations of nonlinear continuous systems which emerge due to a flu...
Phase transitions in disordered systems and related dynamical phenomena are a topic of intrinsically...
To understand the collective behaviors of biological swarms, flocks, and colonies, we investigated t...
Theoretical advances in dynamical-systems theory and their applications to pattern-forming processes...
To understand the collective behaviors of biological swarms, flocks, and colonies, we investigated t...
This is the final report in connection with the project ''Theoretical and computational studies of p...