Add to ORKGThe paper emphasizes the properties of exponential dichotomy and exponential trichotomy for skew-evolution semiflows in Banach spaces, by means of evolution semiflows and evolution cocycles. The approach is from uniform point of view. Some characterizations which generalize classic results are also provided
The aim of this paper is to emphasize various concepts of dichotomies for evolution equations in Ban...
In this paper we consider three concepts of uniform exponential trichotomy on the half-line in the g...
The aim of the paper is to present various asymptotic behaviors of skew-evolution semiflows in Banac...
The paper introduces the notion of skew-evolution semiflows and presents the concept of pointwise tr...
The paper emphasizes asymptotic behaviors, as stability, instability, dichotomy and trichotomy for s...
AbstractIn this paper we introduce a concept of exponential dichotomy for skew-product semiflow in i...
AbstractIn this paper we introduce a concept of exponential dichotomy for skew-product semiflow in i...
This paper emphasizes a couple of characterizations for the exponential instability property of skew...
Abstract. This paper emphasizes a couple of characterizations for the exponential instability proper...
Abstract. The paper emphasizes asymptotic behaviors, as stability, instability, di-chotomy and trich...
The paper emphasizes the property of stability for skew-evolution semiflows on Banach spaces, define...
The paper treats some concepts of (h,k)-splitting for the general case of skew-evolution semiflo...
The paper emphasizes some asymptotic behaviors for skew-evolution semiflows in Banach spaces. These ...
summary:In this paper we study a general concept of nonuniform exponential dichotomy in mean square ...
We construct a framework for the study of dynamical systems that describe phenomena from physics and...
The aim of this paper is to emphasize various concepts of dichotomies for evolution equations in Ban...
In this paper we consider three concepts of uniform exponential trichotomy on the half-line in the g...
The aim of the paper is to present various asymptotic behaviors of skew-evolution semiflows in Banac...
The paper introduces the notion of skew-evolution semiflows and presents the concept of pointwise tr...
The paper emphasizes asymptotic behaviors, as stability, instability, dichotomy and trichotomy for s...
AbstractIn this paper we introduce a concept of exponential dichotomy for skew-product semiflow in i...
AbstractIn this paper we introduce a concept of exponential dichotomy for skew-product semiflow in i...
This paper emphasizes a couple of characterizations for the exponential instability property of skew...
Abstract. This paper emphasizes a couple of characterizations for the exponential instability proper...
Abstract. The paper emphasizes asymptotic behaviors, as stability, instability, di-chotomy and trich...
The paper emphasizes the property of stability for skew-evolution semiflows on Banach spaces, define...
The paper treats some concepts of (h,k)-splitting for the general case of skew-evolution semiflo...
The paper emphasizes some asymptotic behaviors for skew-evolution semiflows in Banach spaces. These ...
summary:In this paper we study a general concept of nonuniform exponential dichotomy in mean square ...
We construct a framework for the study of dynamical systems that describe phenomena from physics and...
The aim of this paper is to emphasize various concepts of dichotomies for evolution equations in Ban...
In this paper we consider three concepts of uniform exponential trichotomy on the half-line in the g...
The aim of the paper is to present various asymptotic behaviors of skew-evolution semiflows in Banac...