Under fairly natural assumptions, Huang counted the number of rational points lying close to an arc of a planar curve. He obtained upper and lower bounds of the correct order of magnitude, and conjectured an asymptotic formula. In this note, we establish the conjectured asymptotic formula
AbstractUsing Moser's iteration method, we investigate the local boundedness of solutions for p(x)-L...
In this short note, we give a localized version of the basic triangle theorem, first published in 20...
summary:In this paper we investigate the problem of existence and asymptotic behavior of solutions f...
AbstractIn this paper, we continue to study properties of rational approximations to Euler's constan...
AbstractLet Γ be a Dini-smooth curve in the complex plane, and let G:=IntΓ. We prove some direct and...
Counting rational points on quadric surfaces, Discrete Analysis 2018:15, 29 pp. A _quadric hypersur...
We proved the equidistribution of the Gaussian integer numbers in narrow sectors of the circle of ra...
Contains a correction with respect to the printed versionWe provide sharp estimates for the number o...
In the paper, a limit theorem for the argument of twisted with Dirichlet character L-functions of el...
We continue to study relations among exponential and polynomial growth orders of the γ-th order Cesà...
We continue to study relations among exponential and polynomial growth orders of the γ-th order Cesà...
2000 Mathematics Subject Classification: 26A33, 42B20There is given a generalization of the Marchaud...
The aim of this paper is to give a direct interpretation of the validity of the Riemann hypothesis u...
AbstractIn this paper we study the minimum radius of Minkowski ellipses (with antipodal foci on the ...
AbstractIn this paper we are concerned with the regularity in Morrey spaces for weak solutions of a ...
AbstractUsing Moser's iteration method, we investigate the local boundedness of solutions for p(x)-L...
In this short note, we give a localized version of the basic triangle theorem, first published in 20...
summary:In this paper we investigate the problem of existence and asymptotic behavior of solutions f...
AbstractIn this paper, we continue to study properties of rational approximations to Euler's constan...
AbstractLet Γ be a Dini-smooth curve in the complex plane, and let G:=IntΓ. We prove some direct and...
Counting rational points on quadric surfaces, Discrete Analysis 2018:15, 29 pp. A _quadric hypersur...
We proved the equidistribution of the Gaussian integer numbers in narrow sectors of the circle of ra...
Contains a correction with respect to the printed versionWe provide sharp estimates for the number o...
In the paper, a limit theorem for the argument of twisted with Dirichlet character L-functions of el...
We continue to study relations among exponential and polynomial growth orders of the γ-th order Cesà...
We continue to study relations among exponential and polynomial growth orders of the γ-th order Cesà...
2000 Mathematics Subject Classification: 26A33, 42B20There is given a generalization of the Marchaud...
The aim of this paper is to give a direct interpretation of the validity of the Riemann hypothesis u...
AbstractIn this paper we study the minimum radius of Minkowski ellipses (with antipodal foci on the ...
AbstractIn this paper we are concerned with the regularity in Morrey spaces for weak solutions of a ...
AbstractUsing Moser's iteration method, we investigate the local boundedness of solutions for p(x)-L...
In this short note, we give a localized version of the basic triangle theorem, first published in 20...
summary:In this paper we investigate the problem of existence and asymptotic behavior of solutions f...
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