Presents contributions to the topics of almost periodicity and almost automorphy. Almost periodicity and almost automorphy are also developed on the general structures called fuzzy-number type spaces. This monograph is of interest to researchers and graduate students from many mathematical fields
We prove that the space of continuous periodic functions is a set of first category in the space of ...
Since its emergence, the development of fuzzy set theory so rapidly in recent decades. The developme...
Abstract. The Bohr-type and the Bochner-type definitions for almost periodic functions are exam-ined...
The existence of almost periodic, asymptotically almost periodic, almost automorphic, asymptotically...
1991 Mathematics Subject Classification. Primary 34C27, 34C28, 37B55; Secondary 54H20, 58F14, 58F05...
AbstractThis paper is concerned with pseudo almost automorphic functions, which are more general and...
Abstract This paper is devoted to generalizing the notion of almost periodic functions on time scale...
International audienceIn this work, we establish a new concept of weighted almost automorphic functi...
The central subject of this book is Almost Periodic Oscillations, the most common oscillations in ap...
Abstract. In this paper we introduce and study a new concept called Stepanov-like C(n)-pseudo almost...
AbstractFor abstract linear functional differential equations with an almost automorphic forcing ter...
AMS(MOS) subject classifications: 34C27, 34D05, 35B15, 35B40, 35K57, 54H20.The current series of pap...
An almost periodic function is a generalization of a periodic function. Almost periodic functions w...
AbstractIn this work, we study the existence of almost automorphic solutions for some partial functi...
The notion of asymptotic almost periodicity was first introduced by Fréchet in 1941 in the case of ...
We prove that the space of continuous periodic functions is a set of first category in the space of ...
Since its emergence, the development of fuzzy set theory so rapidly in recent decades. The developme...
Abstract. The Bohr-type and the Bochner-type definitions for almost periodic functions are exam-ined...
The existence of almost periodic, asymptotically almost periodic, almost automorphic, asymptotically...
1991 Mathematics Subject Classification. Primary 34C27, 34C28, 37B55; Secondary 54H20, 58F14, 58F05...
AbstractThis paper is concerned with pseudo almost automorphic functions, which are more general and...
Abstract This paper is devoted to generalizing the notion of almost periodic functions on time scale...
International audienceIn this work, we establish a new concept of weighted almost automorphic functi...
The central subject of this book is Almost Periodic Oscillations, the most common oscillations in ap...
Abstract. In this paper we introduce and study a new concept called Stepanov-like C(n)-pseudo almost...
AbstractFor abstract linear functional differential equations with an almost automorphic forcing ter...
AMS(MOS) subject classifications: 34C27, 34D05, 35B15, 35B40, 35K57, 54H20.The current series of pap...
An almost periodic function is a generalization of a periodic function. Almost periodic functions w...
AbstractIn this work, we study the existence of almost automorphic solutions for some partial functi...
The notion of asymptotic almost periodicity was first introduced by Fréchet in 1941 in the case of ...
We prove that the space of continuous periodic functions is a set of first category in the space of ...
Since its emergence, the development of fuzzy set theory so rapidly in recent decades. The developme...
Abstract. The Bohr-type and the Bochner-type definitions for almost periodic functions are exam-ined...
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