Add to ORKGThis paper introduces an overview of possible use of evolutionary techniques on catastrophic events detection. Catastrophic events here means Thom's catastrophes that are part of chaotic dynamics and can be used to model bifurcations, that appears in the nonlinear behavior of various dynamical systems. Participation summarize yet obtained results as well as demonstration of another possible EAs use to detect Thom's catastrophes. © 2012 American Institute of Physics
Extreme events occur in a variety of dynamical systems. Here we employ quantifiers of chaos to ident...
There is growing interest in applying nonlinear methods to evolutionary biology. With good reason: t...
The aim of this paper is to present some mathematical results concerning the PCR system (Panic-Contr...
This paper introduces an overview of possible use of evolutionary techniques on catastrophic events ...
Synthesis, identification and control of complex dynamical systems are usually extremely complicated...
This chapter deals with chaotic systems. Based on the characterization of deterministic chaos, unive...
In this participation we discuss the possibility of mutual fusion of evolutionary algorithms and det...
Bifurcation theory and catastrophe theory are two of the best known areas within the field of dynami...
Abrupt and rapid high-amplitude changes in a dynamical system’s states known as extreme events appea...
In this article we study the evolution of dispersal in a structured metapopulation model. The metapo...
Although there is an accumulated charge of theoretical, computational, and numerical work, like cata...
Although there is an accumulated charge of theoretical, computational, and numerical work, like cata...
There is growing interest in applying nonlinear methods to evolutionary biology. With good reason: t...
There is growing interest in applying nonlinear methods to evolutionary biology. With good reason: t...
There is growing interest in applying nonlinear methods to evolutionary biology. With good reason: t...
Extreme events occur in a variety of dynamical systems. Here we employ quantifiers of chaos to ident...
There is growing interest in applying nonlinear methods to evolutionary biology. With good reason: t...
The aim of this paper is to present some mathematical results concerning the PCR system (Panic-Contr...
This paper introduces an overview of possible use of evolutionary techniques on catastrophic events ...
Synthesis, identification and control of complex dynamical systems are usually extremely complicated...
This chapter deals with chaotic systems. Based on the characterization of deterministic chaos, unive...
In this participation we discuss the possibility of mutual fusion of evolutionary algorithms and det...
Bifurcation theory and catastrophe theory are two of the best known areas within the field of dynami...
Abrupt and rapid high-amplitude changes in a dynamical system’s states known as extreme events appea...
In this article we study the evolution of dispersal in a structured metapopulation model. The metapo...
Although there is an accumulated charge of theoretical, computational, and numerical work, like cata...
Although there is an accumulated charge of theoretical, computational, and numerical work, like cata...
There is growing interest in applying nonlinear methods to evolutionary biology. With good reason: t...
There is growing interest in applying nonlinear methods to evolutionary biology. With good reason: t...
There is growing interest in applying nonlinear methods to evolutionary biology. With good reason: t...
Extreme events occur in a variety of dynamical systems. Here we employ quantifiers of chaos to ident...
There is growing interest in applying nonlinear methods to evolutionary biology. With good reason: t...
The aim of this paper is to present some mathematical results concerning the PCR system (Panic-Contr...