AbstractWe extend Hardy's discrete inequality to multiple series. For an r-fold series the correct constant is (cp)r, where cp is the constant in Hardy's original theorem. This constant is optimum and the inequality is strict unless all variables in it are 0
none3siIn this note we investigate the multi-parameter Potential Theory on the weighted d-tree (Cart...
Abstract. In this paper, we study the best constant of the following discrete Hardy
In this paper, some new Hardy-type inequalities involving many functions are obtained. These on the ...
Abstract. We present transparent proofs for some multivariate versions of both continuous and discre...
We present transparent proofs for some multivariate versions of both continuous and discrete Hardy-t...
Abstract. The sharp constants in Hardy type inequalities are known only in a few cases. In this pape...
In this work, by introducing multiple parameters and utilizing the Euler–Maclaurin summation formula...
We generalize the famous discrete Hardy inequality to 0<p⩽1. We obtain this generalization by using ...
The purpose of this paper is to build a new Hardy-Littlewood-Polya inequality with some parameters. ...
© I.K. Shafigullin. 2017. In the paper we consider the conjecture by E.B. Davies on an uniform lower...
The first power weighted version of Hardy’s inequality can be rewritten as [mathematical formula] wh...
Diening L, Samko SG. Hardy inequality in variable exponent Lebesgue spaces. Fractional Calculus &...
AbstractIn this paper, by using Jensen’s inequality and Hadamard’s integral inequality for a convex ...
Abstract. We give a simple combinatorial proof of an inequality that re¯nesHardy's inequality. As a ...
Abstract: By introducing two functions u(x) and v(x), we give a new Hardy-Hilbert type inequality, w...
none3siIn this note we investigate the multi-parameter Potential Theory on the weighted d-tree (Cart...
Abstract. In this paper, we study the best constant of the following discrete Hardy
In this paper, some new Hardy-type inequalities involving many functions are obtained. These on the ...
Abstract. We present transparent proofs for some multivariate versions of both continuous and discre...
We present transparent proofs for some multivariate versions of both continuous and discrete Hardy-t...
Abstract. The sharp constants in Hardy type inequalities are known only in a few cases. In this pape...
In this work, by introducing multiple parameters and utilizing the Euler–Maclaurin summation formula...
We generalize the famous discrete Hardy inequality to 0<p⩽1. We obtain this generalization by using ...
The purpose of this paper is to build a new Hardy-Littlewood-Polya inequality with some parameters. ...
© I.K. Shafigullin. 2017. In the paper we consider the conjecture by E.B. Davies on an uniform lower...
The first power weighted version of Hardy’s inequality can be rewritten as [mathematical formula] wh...
Diening L, Samko SG. Hardy inequality in variable exponent Lebesgue spaces. Fractional Calculus &...
AbstractIn this paper, by using Jensen’s inequality and Hadamard’s integral inequality for a convex ...
Abstract. We give a simple combinatorial proof of an inequality that re¯nesHardy's inequality. As a ...
Abstract: By introducing two functions u(x) and v(x), we give a new Hardy-Hilbert type inequality, w...
none3siIn this note we investigate the multi-parameter Potential Theory on the weighted d-tree (Cart...
Abstract. In this paper, we study the best constant of the following discrete Hardy
In this paper, some new Hardy-type inequalities involving many functions are obtained. These on the ...
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