AbstractIn this paper, an Iyengar-type inequality involving bounded second-order derivatives is established. Compared with the recent known results, the inequality presented here does not involve the derivative of the midpoint of interval
AbstractWe prove that, if f(z) is an entire function and ¦f(z)¦ ⩽ (A1 + A2 ¦z¦n) exp[ax2 + by2 + cx ...
AbstractIn this paper, we prove that for x+y>0 and y+1>0 the inequality [Γ(x+y+1)/Γ(y+1)]1/x[Γ(x+y+2...
AbstractFor the Hermite (osculatory) polynomial interpolation of a function on the interval [a, b] w...
AbstractUsing Hayashi’s inequality, an Iyengar type inequality for functions with bounded second der...
Taking Steffensen\u27s inequality as a starting point, we obtain some generalizations of classical I...
AbstractWe examine how large the Lp norm on [−1, 1] of the derivative of a real algebraic polynomial...
AbstractIn this paper, we prove the Lyapunov inequality for the second-order linear differential equ...
AbstractWe consider a family of two-point quadrature formulae and establish sharp estimates for the ...
We establish an Ostrowski type inequality for mappings whose second derivatives are bounded, then so...
AbstractThe purpose of this paper is to obtain some general inequalities which contain as special ca...
Dolbeault, Esteban and Loss \cite{DEL16} obtained an optimal rigidity result, that is, when $a<0$ an...
AbstractLet ℓk, 1⩽k⩽n, be the fundamental polynomials of Lagrange interpolation on the nodes xn<xn−1...
In this article, using inequality between logarithmic mean and one-parameter mean, which can be dedu...
AbstractLetΛ: 0 = λ0 < λ1λ < … be an infinite sequence of positive numbers, let n ϵ N and Bp(z): = Π...
AbstractWe prove: Let n > 0 be an integer. Then we have for all real numbers r > 0: where both boun...
AbstractWe prove that, if f(z) is an entire function and ¦f(z)¦ ⩽ (A1 + A2 ¦z¦n) exp[ax2 + by2 + cx ...
AbstractIn this paper, we prove that for x+y>0 and y+1>0 the inequality [Γ(x+y+1)/Γ(y+1)]1/x[Γ(x+y+2...
AbstractFor the Hermite (osculatory) polynomial interpolation of a function on the interval [a, b] w...
AbstractUsing Hayashi’s inequality, an Iyengar type inequality for functions with bounded second der...
Taking Steffensen\u27s inequality as a starting point, we obtain some generalizations of classical I...
AbstractWe examine how large the Lp norm on [−1, 1] of the derivative of a real algebraic polynomial...
AbstractIn this paper, we prove the Lyapunov inequality for the second-order linear differential equ...
AbstractWe consider a family of two-point quadrature formulae and establish sharp estimates for the ...
We establish an Ostrowski type inequality for mappings whose second derivatives are bounded, then so...
AbstractThe purpose of this paper is to obtain some general inequalities which contain as special ca...
Dolbeault, Esteban and Loss \cite{DEL16} obtained an optimal rigidity result, that is, when $a<0$ an...
AbstractLet ℓk, 1⩽k⩽n, be the fundamental polynomials of Lagrange interpolation on the nodes xn<xn−1...
In this article, using inequality between logarithmic mean and one-parameter mean, which can be dedu...
AbstractLetΛ: 0 = λ0 < λ1λ < … be an infinite sequence of positive numbers, let n ϵ N and Bp(z): = Π...
AbstractWe prove: Let n > 0 be an integer. Then we have for all real numbers r > 0: where both boun...
AbstractWe prove that, if f(z) is an entire function and ¦f(z)¦ ⩽ (A1 + A2 ¦z¦n) exp[ax2 + by2 + cx ...
AbstractIn this paper, we prove that for x+y>0 and y+1>0 the inequality [Γ(x+y+1)/Γ(y+1)]1/x[Γ(x+y+2...
AbstractFor the Hermite (osculatory) polynomial interpolation of a function on the interval [a, b] w...
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