AbstractIn this work, a weighted generalization of Rado’s inequality and Popoviciu’s inequality is given, from which some valuable inequalities of Rado–Popoviciu type are derived. Moreover, the result is used to obtain refinements of weighted mean value inequalities
AbstractLet n,p and q be odd primes. In this paper, using some arithmetical properties of Lucas numb...
The purpose of this paper is to establish a Cohen type inequality for Fourier expansion with respe...
Abstract. The Laplace transform and its inverse are fundamental and powerful tools in solving bounda...
AbstractIn this paper, some mistakes in the paper which is cited in the title are corrected. Fortuna...
AbstractIn this article, using the properties of power mean and induction, new strengthened Carleman...
AbstractIn this paper, we give a new reverse Hilbert-type inequality with a best constant factor and...
AbstractIn this paper, we prove an important inequality and investigate some new calculating problem...
AbstractWe establish a quantitative version of Vijayaraghavan's classical result and use it to give ...
Abstract In this work we discuss the rate of simultaneous approximation of Hölder continuous functio...
AbstractThe main purpose of this paper is to establish a generalization of discrete inequalities of ...
In this paper, an inequality for Nielsen’s β-function is proved. The inequality was posed by Kwara ...
AbstractIn the paper, we generalize some congruences of Lehmer and prove that for any positive integ...
The theory of q-analysis has many applications in various sub-fields of mathematics and quantum phys...
AbstractIn this work we discuss the rate of simultaneous approximation of Hölder continuous function...
AbstractIn this paper, by using the Euler–Maclaurin expansion for the zeta function and estimating t...
AbstractLet n,p and q be odd primes. In this paper, using some arithmetical properties of Lucas numb...
The purpose of this paper is to establish a Cohen type inequality for Fourier expansion with respe...
Abstract. The Laplace transform and its inverse are fundamental and powerful tools in solving bounda...
AbstractIn this paper, some mistakes in the paper which is cited in the title are corrected. Fortuna...
AbstractIn this article, using the properties of power mean and induction, new strengthened Carleman...
AbstractIn this paper, we give a new reverse Hilbert-type inequality with a best constant factor and...
AbstractIn this paper, we prove an important inequality and investigate some new calculating problem...
AbstractWe establish a quantitative version of Vijayaraghavan's classical result and use it to give ...
Abstract In this work we discuss the rate of simultaneous approximation of Hölder continuous functio...
AbstractThe main purpose of this paper is to establish a generalization of discrete inequalities of ...
In this paper, an inequality for Nielsen’s β-function is proved. The inequality was posed by Kwara ...
AbstractIn the paper, we generalize some congruences of Lehmer and prove that for any positive integ...
The theory of q-analysis has many applications in various sub-fields of mathematics and quantum phys...
AbstractIn this work we discuss the rate of simultaneous approximation of Hölder continuous function...
AbstractIn this paper, by using the Euler–Maclaurin expansion for the zeta function and estimating t...
AbstractLet n,p and q be odd primes. In this paper, using some arithmetical properties of Lucas numb...
The purpose of this paper is to establish a Cohen type inequality for Fourier expansion with respe...
Abstract. The Laplace transform and its inverse are fundamental and powerful tools in solving bounda...
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