We study the existence and uniqueness of a weighted pseudo-almost periodic (mild)
solution to the semilinear fractional equation∂ tαu= Au+∂ tα− 1f (⋅, u), 1< α< 2, where A is …

The aim of this work is to present new approach to study weighted pseudo almost periodic
functions using the measure theory. We present a new concept of weighted ergodic …

The paper considers some new classes of functions called weighted pseudo-almost periodic
functions, which implement in a natural fashion the classical pseudo-almost periodic …

Research Article On Type of Periodicity and Ergodicity to a Class of Fractional Order Differential
Equations Page 1 Hindawi Publishing Corporation Advances in Difference Equations Volume …

Motivated by the recent works by the first and the second named authors, in this paper we
introduce the notion of doubly-weighted pseudo-almost periodicity (respectively, doubly …

We study the existence of almost periodic (resp., pseudo-almost periodic) mild solutions for
fractional differential and integro-differential equations in the case when the forcing term …

In this paper, we provide a new method to study non-autonomous dynamic systems with
variable pseudo-almost periodic coefficients. By using some fixed point theorems in Banach …

This paper is concerned with the study of weighted pseudo almost periodic solutions to
some classes of hyperbolic differential equations. Upon making some suitable assumptions …

Asymptotic periodicity for some evolution equations in Banach spaces - ScienceDirect Skip
to main contentSkip to article Elsevier logo Journals & Books Search RegisterSign in View …

In this article, a new approach for pseudo almost periodic solution under the measure
theory, under Acquistpace‐Terreni conditions. We make extensive use of interpolation …