AbstractThe aim of the paper is to improve known estimates of the Wallis ratio. Moreover, we show that these improvements are valid, because certain functions involving the continuous version of the Wallis ratio are completely monotone
AbstractIn this paper, we consider second order elliptic problems with rapidly oscillating coefficie...
AbstractBy (A,B), we denote the set of all sequences ϵ such that Σϵnxn is summable by B whenever Σxn...
AbstractLet {X,Xn;n⩾1} be a sequence of i.i.d. random variables taking values in a real separable Hi...
AbstractIn this paper, we establish approximation formulas for evaluating Landauʼs constants
AbstractThe aim of this paper is to refine Gurland’s formula for approximating pi. We prove the comp...
AbstractWe examine the asymptotic behavior as n→+∞ of the coefficients Gn appearing in an asymptotic...
AbstractEntropy, conditional entropy and mutual information for discrete-valued random variables pla...
AbstractLet γ=0.577215… be the Euler–Mascheroni constant, and let Rn=∑k=1n1k−log(n+12). We prove tha...
AbstractThe goal of this paper is to prove the following asymptotic formula Γ(x)≈2πe−b(x+b)xexp(−x−1...
AbstractWe study the problem of the asymptotic expansion of the ratio of two gamma functions Γ(x+α)/...
AbstractA new refined form of Jordan’s inequality [D.S. Mitrinovic, Analytic Inequalities, Springer-...
AbstractIn this work we discuss the rate of simultaneous approximation of Hölder continuous function...
AbstractIn the present paper, we have proved a more general theorem dealing with φ−|C,α,β|k summabil...
AbstractA monotonicity result for the ratio between two generalized logarithmic means is established...
AbstractA new generalized and sharp version of Jordan’s inequality is proved and it is applied in th...
AbstractIn this paper, we consider second order elliptic problems with rapidly oscillating coefficie...
AbstractBy (A,B), we denote the set of all sequences ϵ such that Σϵnxn is summable by B whenever Σxn...
AbstractLet {X,Xn;n⩾1} be a sequence of i.i.d. random variables taking values in a real separable Hi...
AbstractIn this paper, we establish approximation formulas for evaluating Landauʼs constants
AbstractThe aim of this paper is to refine Gurland’s formula for approximating pi. We prove the comp...
AbstractWe examine the asymptotic behavior as n→+∞ of the coefficients Gn appearing in an asymptotic...
AbstractEntropy, conditional entropy and mutual information for discrete-valued random variables pla...
AbstractLet γ=0.577215… be the Euler–Mascheroni constant, and let Rn=∑k=1n1k−log(n+12). We prove tha...
AbstractThe goal of this paper is to prove the following asymptotic formula Γ(x)≈2πe−b(x+b)xexp(−x−1...
AbstractWe study the problem of the asymptotic expansion of the ratio of two gamma functions Γ(x+α)/...
AbstractA new refined form of Jordan’s inequality [D.S. Mitrinovic, Analytic Inequalities, Springer-...
AbstractIn this work we discuss the rate of simultaneous approximation of Hölder continuous function...
AbstractIn the present paper, we have proved a more general theorem dealing with φ−|C,α,β|k summabil...
AbstractA monotonicity result for the ratio between two generalized logarithmic means is established...
AbstractA new generalized and sharp version of Jordan’s inequality is proved and it is applied in th...
AbstractIn this paper, we consider second order elliptic problems with rapidly oscillating coefficie...
AbstractBy (A,B), we denote the set of all sequences ϵ such that Σϵnxn is summable by B whenever Σxn...
AbstractLet {X,Xn;n⩾1} be a sequence of i.i.d. random variables taking values in a real separable Hi...
DOI
Add to ORKG