In the spirit of some earlier studies of Jean Dhombres, Roman Ger and Ludwig Reich we discuss the alienation problem for quadratic and multiplicative mappings
This paper introduces cyclotomic and quadratic fields and explores some of their properties and appl...
The study of the distribution of general multiplicative functions on arithmetic progressions is, lar...
We prove that any $q$-automatic multiplicative function $f:\mathbb{N}\to\mathbb{C}$ either essential...
AbstractAll triples F, G, M: Kn → K of additive F, G and multiplicative M satisfying the titular fun...
Our purpose is to deal with quadratic operators acting between vector lattices of continuous mapping...
Let R be a semiprime ring and let F, f : R → R be (not necessarily additive) maps satisfying F(xy)=F...
Without the use of pexiderized versions of abstract polynomials theory, we show that on 2-divisible...
AbstractIn the spirit of some results due to Jean Dhombres and to Roman Ger we discuss problems when...
AbstractIn this paper we shall give a unified technique in the discussion of the additivity of n-mul...
AbstractIt is shown that certain commonly occurring conditions may be factored out of sums of multip...
This dissertation explores the notion of multiplicity and its generalizations within the theory of c...
In recent years, there has been a great interest in the study of additivity of mappings on rings as ...
AbstractIn the present paper we study the problem of S. M. Ulam for approximately multiplicative map...
Let $\mathfrak{R}$ and $\mathfrak{R}'$ be two associative rings (not necessarily with the identity e...
Let χ0, χ1, χ2, … be the sequence of all Dirichlet characters (in which the principal character χ0 o...
This paper introduces cyclotomic and quadratic fields and explores some of their properties and appl...
The study of the distribution of general multiplicative functions on arithmetic progressions is, lar...
We prove that any $q$-automatic multiplicative function $f:\mathbb{N}\to\mathbb{C}$ either essential...
AbstractAll triples F, G, M: Kn → K of additive F, G and multiplicative M satisfying the titular fun...
Our purpose is to deal with quadratic operators acting between vector lattices of continuous mapping...
Let R be a semiprime ring and let F, f : R → R be (not necessarily additive) maps satisfying F(xy)=F...
Without the use of pexiderized versions of abstract polynomials theory, we show that on 2-divisible...
AbstractIn the spirit of some results due to Jean Dhombres and to Roman Ger we discuss problems when...
AbstractIn this paper we shall give a unified technique in the discussion of the additivity of n-mul...
AbstractIt is shown that certain commonly occurring conditions may be factored out of sums of multip...
This dissertation explores the notion of multiplicity and its generalizations within the theory of c...
In recent years, there has been a great interest in the study of additivity of mappings on rings as ...
AbstractIn the present paper we study the problem of S. M. Ulam for approximately multiplicative map...
Let $\mathfrak{R}$ and $\mathfrak{R}'$ be two associative rings (not necessarily with the identity e...
Let χ0, χ1, χ2, … be the sequence of all Dirichlet characters (in which the principal character χ0 o...
This paper introduces cyclotomic and quadratic fields and explores some of their properties and appl...
The study of the distribution of general multiplicative functions on arithmetic progressions is, lar...
We prove that any $q$-automatic multiplicative function $f:\mathbb{N}\to\mathbb{C}$ either essential...
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