The best possible constant in a classical inequality due to Bonsall is established by relating that inequality to Young’s. Further, this extends the range of Bonsall’s inequality and yields a reverse inequality. It also provides a better constant in an inequality of Hardy, Littlewood and Pólya
Abstract By using weight coefficients, technique of real analysis, and Hermite-Hadamard’s inequality...
By introducing some parameters we establish an extension of Hardy-Hilbert’s integral inequality and ...
The sharp constants in Hardy type inequalities are known only in a few cases. In this paper we discu...
In this paper, some extensions and improvements of the reverse Hardy-Littlewood’s inequality are est...
International audienceWe give a new proof of the sharp form of Young's inequality for convolutions, ...
In this short note, the well-known Young’s inequality is refined by\ud a double inequality
In this short note, the well-known Young’s inequality is refined by a double inequality
Abstract. Given an integer m ≥ 2, the Hardy–Littlewood inequalities assert that for p ≥ 2m there exi...
The sharp constants in Hardy type inequalities are known only in a few cases. In this paper we discu...
Abstract. The sharp constants in Hardy type inequalities are known only in a few cases. In this pape...
We investigate the behavior of the constants of the polynomial Hardy-Littlewood inequality
AbstractOptimal constants are found in Hardy–Rellich inequalities containing derivatives of arbitrar...
Abstract. In this paper, among other results, we improve the best known estimates for the constants ...
Abstract We study an inequality suggested by Littlewood, our result refines a result of Bennett. 200...
By introducing a parameter λ and the β function, we give a new extended Hardy-Hilbert’s inequality w...
Abstract By using weight coefficients, technique of real analysis, and Hermite-Hadamard’s inequality...
By introducing some parameters we establish an extension of Hardy-Hilbert’s integral inequality and ...
The sharp constants in Hardy type inequalities are known only in a few cases. In this paper we discu...
In this paper, some extensions and improvements of the reverse Hardy-Littlewood’s inequality are est...
International audienceWe give a new proof of the sharp form of Young's inequality for convolutions, ...
In this short note, the well-known Young’s inequality is refined by\ud a double inequality
In this short note, the well-known Young’s inequality is refined by a double inequality
Abstract. Given an integer m ≥ 2, the Hardy–Littlewood inequalities assert that for p ≥ 2m there exi...
The sharp constants in Hardy type inequalities are known only in a few cases. In this paper we discu...
Abstract. The sharp constants in Hardy type inequalities are known only in a few cases. In this pape...
We investigate the behavior of the constants of the polynomial Hardy-Littlewood inequality
AbstractOptimal constants are found in Hardy–Rellich inequalities containing derivatives of arbitrar...
Abstract. In this paper, among other results, we improve the best known estimates for the constants ...
Abstract We study an inequality suggested by Littlewood, our result refines a result of Bennett. 200...
By introducing a parameter λ and the β function, we give a new extended Hardy-Hilbert’s inequality w...
Abstract By using weight coefficients, technique of real analysis, and Hermite-Hadamard’s inequality...
By introducing some parameters we establish an extension of Hardy-Hilbert’s integral inequality and ...
The sharp constants in Hardy type inequalities are known only in a few cases. In this paper we discu...
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