The almost periodic functions form a natural example of a non-separable normed space. As such, it has been a challenge for constructive mathematicians to find a natural treatment of them. Here we present a simple proof of Bohr's fundamental theorem for almost periodic functions which we then generalize to almost periodic functions on general topological groups
Given two arbitrary almost periodic functions with Fourier exponents which are linearly independent ...
Hand-written mathematical equations throughout.The theory of almost periodic functions was created b...
AbstractAnswering a question first explicitly stated by de Vries in 1993, we observe that for an arb...
The almost periodic functions form a natural example of a non-separable normed space. As such, it ha...
We study the definition and properties of almost periodic functions on topological groups. We show t...
This deals with the theory of almost periodic functions, from the major results of the classical the...
summary:It is not the purpose of this paper to construct approximations but to establish a class of ...
summary:The paper deals with almost periodic functions which are limits of sequences of continuous p...
Our paper is focused on spaces of generalized almost periodic functions which, as in classical Fouri...
We present a unified theory for the almost periodicity of functions with values in an arbitrary Bana...
An almost periodic function is a generalization of a periodic function. Almost periodic functions w...
Lenz D, Spindeler T, Strungaru N. Abstract almost periodicity for group actions on uniform topologic...
In this study we offer proofs for two basic results in the theory of almost periodic functions; the ...
In this paper we introduce an equivalence relation on the classes of almost periodic functions of a ...
. The paper deals with almost periodic functions which are limits of sequences of continuous periodi...
Given two arbitrary almost periodic functions with Fourier exponents which are linearly independent ...
Hand-written mathematical equations throughout.The theory of almost periodic functions was created b...
AbstractAnswering a question first explicitly stated by de Vries in 1993, we observe that for an arb...
The almost periodic functions form a natural example of a non-separable normed space. As such, it ha...
We study the definition and properties of almost periodic functions on topological groups. We show t...
This deals with the theory of almost periodic functions, from the major results of the classical the...
summary:It is not the purpose of this paper to construct approximations but to establish a class of ...
summary:The paper deals with almost periodic functions which are limits of sequences of continuous p...
Our paper is focused on spaces of generalized almost periodic functions which, as in classical Fouri...
We present a unified theory for the almost periodicity of functions with values in an arbitrary Bana...
An almost periodic function is a generalization of a periodic function. Almost periodic functions w...
Lenz D, Spindeler T, Strungaru N. Abstract almost periodicity for group actions on uniform topologic...
In this study we offer proofs for two basic results in the theory of almost periodic functions; the ...
In this paper we introduce an equivalence relation on the classes of almost periodic functions of a ...
. The paper deals with almost periodic functions which are limits of sequences of continuous periodi...
Given two arbitrary almost periodic functions with Fourier exponents which are linearly independent ...
Hand-written mathematical equations throughout.The theory of almost periodic functions was created b...
AbstractAnswering a question first explicitly stated by de Vries in 1993, we observe that for an arb...
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