Add to ORKGAbstract: Scales of equivalent weight characterizations for the Hardy type inequality with general measures are proved. The conditions are valid in the case of indices 0 < q < p <∞, p> 1. We also include a reduction theorem for transferring a three-measure Hardy inequality to the case with two measures. Key words: Hardy’s inequality, Hardy’s inequality with general measures, Scales of weight characterizations, Equivalent integral conditions with general mea-sures. Classifications: 130.000, 220.000 and 360.000. 1
This PhD thesis deals with some generalizations of the Hardy and Carleman type inequalities and the ...
Abstract. A generalization of Hardy-Hilbert’s integral inequality was given by B.Yang in [18]. The m...
Hardy's inequality, and association with uniform perfectness, arXiv:0709.2013v
Abstract: It is proved that, besides the usual Muckenhoupt condition, there exist four different sca...
AbstractIt is proved that, besides the usual Muckenhoupt condition, there exist four different scale...
We consider the weighted Hardy inequality (∫0∞ (∫0x f(t)dt)q u(x)dx)1/q ≤ C(∫0∞ f p(x)v(x)dx)1/p for...
We consider the weighted Hardy inequality (∫0 ∞ (∫0 x f(t)dt)q u(x)dx)1/q ≤ C(∫0 ∞ f p(x)v(x)dx)1/p ...
Infinitely many, even scales of, equivalent conditions are derived to characterize the bilinear Hardy...
We have studied some new generalizations of Hardy’s integral inequality using the gener-alized Holde...
We prove that the weighted Stieltjes inequality, can be characterized by four different scales of co...
In this paper, using weight functions as well as employing various techniques from real analysis, we...
Three new general inequalities similar to Hardy-Hilbert’s integral inequality ar
AbstractIn this paper we establish some new generalizations of the Hardy's inequality by using a fai...
In this paper, we continue our investigations giving the characterization of weights for two-weight ...
Abstract. New results are interspersed with questions and suggestions for further research. The topi...
This PhD thesis deals with some generalizations of the Hardy and Carleman type inequalities and the ...
Abstract. A generalization of Hardy-Hilbert’s integral inequality was given by B.Yang in [18]. The m...
Hardy's inequality, and association with uniform perfectness, arXiv:0709.2013v
Abstract: It is proved that, besides the usual Muckenhoupt condition, there exist four different sca...
AbstractIt is proved that, besides the usual Muckenhoupt condition, there exist four different scale...
We consider the weighted Hardy inequality (∫0∞ (∫0x f(t)dt)q u(x)dx)1/q ≤ C(∫0∞ f p(x)v(x)dx)1/p for...
We consider the weighted Hardy inequality (∫0 ∞ (∫0 x f(t)dt)q u(x)dx)1/q ≤ C(∫0 ∞ f p(x)v(x)dx)1/p ...
Infinitely many, even scales of, equivalent conditions are derived to characterize the bilinear Hardy...
We have studied some new generalizations of Hardy’s integral inequality using the gener-alized Holde...
We prove that the weighted Stieltjes inequality, can be characterized by four different scales of co...
In this paper, using weight functions as well as employing various techniques from real analysis, we...
Three new general inequalities similar to Hardy-Hilbert’s integral inequality ar
AbstractIn this paper we establish some new generalizations of the Hardy's inequality by using a fai...
In this paper, we continue our investigations giving the characterization of weights for two-weight ...
Abstract. New results are interspersed with questions and suggestions for further research. The topi...
This PhD thesis deals with some generalizations of the Hardy and Carleman type inequalities and the ...
Abstract. A generalization of Hardy-Hilbert’s integral inequality was given by B.Yang in [18]. The m...
Hardy's inequality, and association with uniform perfectness, arXiv:0709.2013v