Add to ORKGsummary:In the paper, a possible characterization of a chaotic behavior for the generalized semiflows in finite time is presented. As a main result, it is proven that under specific conditions there is at least one trajectory of generalized semiflow, which lies inside an arbitrary covering of the solution set. The trajectory mutually connects each subset of the covering. A connection with symbolic dynamical systems is mentioned and a possible numerical method of analysis of dynamical behavior is outlined
Abstract: In this paper, we mainly discuss how chaos conditions on semi-flows carry over to their pr...
AbstractThe long-term dynamics of a general monotone and concave skew-product semiflow is analyzed, ...
summary:$^{**}$ In the paper we will be concerned with the topological structure of the set of solut...
summary:In the paper, a possible characterization of a chaotic behavior for the generalized semiflow...
summary:In the paper, a possible characterization of a chaotic behavior for the generalized semiflow...
AbstractIn this paper, by employing comparison technique and invariance properties of a positively l...
Context and motivation. This work can be seen as a small step in a program to build an ergodic theor...
A class of semiflows having possibly nonunique solutions is defined. The measurability and continuit...
This paper focuses on semistability and finite-time stability analysis and synthesis of systems havi...
A class of semiflows having possibly nonunique solutions is defined. The measurability and continuit...
In this paper we develop analytical techniques for proving the existence of chaotic dynamics in syst...
In this paper we develop analytical techniques for proving the existence of chaotic dynamics in syst...
We propose new criteria, which are more general than those previously known in the literature, to gu...
We propose new criteria, which are more general than those previously known in the literature, to gu...
We propose new criteria, which are more general than those previously known in the literature, to gu...
Abstract: In this paper, we mainly discuss how chaos conditions on semi-flows carry over to their pr...
AbstractThe long-term dynamics of a general monotone and concave skew-product semiflow is analyzed, ...
summary:$^{**}$ In the paper we will be concerned with the topological structure of the set of solut...
summary:In the paper, a possible characterization of a chaotic behavior for the generalized semiflow...
summary:In the paper, a possible characterization of a chaotic behavior for the generalized semiflow...
AbstractIn this paper, by employing comparison technique and invariance properties of a positively l...
Context and motivation. This work can be seen as a small step in a program to build an ergodic theor...
A class of semiflows having possibly nonunique solutions is defined. The measurability and continuit...
This paper focuses on semistability and finite-time stability analysis and synthesis of systems havi...
A class of semiflows having possibly nonunique solutions is defined. The measurability and continuit...
In this paper we develop analytical techniques for proving the existence of chaotic dynamics in syst...
In this paper we develop analytical techniques for proving the existence of chaotic dynamics in syst...
We propose new criteria, which are more general than those previously known in the literature, to gu...
We propose new criteria, which are more general than those previously known in the literature, to gu...
We propose new criteria, which are more general than those previously known in the literature, to gu...
Abstract: In this paper, we mainly discuss how chaos conditions on semi-flows carry over to their pr...
AbstractThe long-term dynamics of a general monotone and concave skew-product semiflow is analyzed, ...
summary:$^{**}$ In the paper we will be concerned with the topological structure of the set of solut...