[PDF] Top 20 A Note On Hardy-type Inequalities
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A Note On Hardy-type Inequalities
... [2] G.Bennett, Some elementary inequalities, Quart. J. Math. Oxford Ser. (2), 38 (1987), 401–425. [3] G.Bennett, Some elementary inequalities,II, Quart. J. Math. Oxford Ser. (2), 39 (1988), 385–400. [4] ... See full document
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Hardy type inequalities in fractional h discrete calculus
... 29. Bennett, G.: Inequalities complimentary to Hardy. Q. J. Math. Oxford Ser. (2) 49, 395–432 (1998) 30. Gao, P.: A note on Hardy-type inequalities. Proc. Am. Math. Soc. 133, ... See full document
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On Weighted Remainder Form of Hardy-Type Inequalities
... we note that it follows from Theorem ...reversed inequalities as the αp ≤ 1 analogues to inequality ...these inequalities as αp > 1 (with a different α) analogues to ... See full document
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Hardy-Type Inequalities via Auxiliary Sequences
... Theorem 1.1. Inequality (1.3) holds for p ≥ 2, 1 ≤ α ≤ 1 + 1/p or 1 < p ≤ 4/3, 1 + 1/p ≤ α ≤ 2. We shall leave the explanation of Knopp’s approach in detail in Section 2 by pointing out here that it can be applied to ... See full document
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Hardy type inequalities associated with the Weinstein operator
... classical Hardy spaces we refer the reader to the original work [–]. Hardy spaces on spaces of homogeneous type (see, ...real Hardy spaces on R d ... See full document
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Weighted weak type inequalities for generalized Hardy operators
... weak-type inequalities in the case q < p. It is well known that strong-type inequalities for the operator T can be deduced directly from the corresponding ones for g(x) = 1, but this is not ... See full document
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Some multi-dimensional Hardy type integral inequalities
... 1 < p q < ∞ with the left hand side weight w to be of product type (2.2). The proofs of these results are analogous to the proofs of Theorems 2.1, 2.2 and based on some statements formulated below. The first ... See full document
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Hardy Littlewood and Caccioppoli Type Inequalities for Harmonic Tensors
... The purpose of this paper is to prove the new versions of the weighted Hardy-Littlewood and Caccioppoli-type inequalities for the A-harmonic tensors. Our results may have applications in different ... See full document
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Hardy type inequalities in \(L^{p}\) with sharp remainders
... the Hardy inequalities which is based on the viewpoint of the equality leads to a direct and explicit understanding of the Hardy type inequalities as well as of the nonexistence of ... See full document
7
Time scale Hardy type inequalities with ‘broken’ exponent p
... H: Hardy-Knoop type inequalities on time ...scale Hardy-Knoop type integral ...dynamic inequalities of Hardy?s type on time ...dynamic inequalities of ... See full document
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WEIGHTED HARDY AND POLYA–KNOPP INEQUALITIES WITH VARIABLE LIMITS
... In this paper we prove that the condition (1.3) is not unique for characterizing (1.2). More exactly, inspired by results in [5] we will prove that there is a whole scale of conditions for characterizing (1.2) (see ... See full document
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Hardy type inequalities for integral transforms associated with Jacobi operator
... Hardy operator Tϕ and its dual Tϕ∗ when the function ϕ is nonincreasing on ]0,1[ In this section, we consider a measurable positive and nonincreasing function ϕ defined on ]0,1[ for whic[r] ... See full document
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New applications of Schrödinger type inequalities in the Schrödingerean Hardy space
... Schrödinger type inequalities obtained by Jiang ...Schrödingerean Hardy space, we not only obtain the representation of Schrödingerean harmonic functions but also give a sufficient and necessary ... See full document
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Hardy Hilbert Type Inequalities with a Homogeneous Kernel in Discrete Case
... The main objective of this paper is a study of some new generalizations of Hilbert’s and Hardy- Hilbert’s type inequalities. We apply our general results to homogeneous functions. We shall obtain, in ... See full document
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Some Weighted Hardy Type Inequalities on Anisotropic Heisenberg Groups
... weighted Hardy type inequalities associated with a class of nonisotropic Greiner- type vector fields on anisotropic Heisenberg ...new Hardy type inequalities on ... See full document
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A note on reverses of Young type inequalities
... Young type inequalities () and (). Then we use these inequalities to establish corresponding inequalities for ma- ...Young type inequalities for ... See full document
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Minkowski type inequalities involving Hardy function and symmetric functions
... the Hardy function (see [] and Remark ), and that the interpolating quasi- polynomial can be expressed by the generalized Vandermonde determinant (see [, ]), the Hardy function and the generalized ... See full document
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A note on the Young type inequalities
... In this paper, we present some refinements of the famous Young type inequality. As application of our result, we obtain some matrix inequalities for the Hilbert-Schmidt norm and the trace norm. The results ... See full document
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A note on a class of Hardy Rellich type inequalities
... Recently there has been a considerable interest in studying the Hardy-type and Rellich- type inequalities. See, for example, [–]. In [] Caffarelli, Kohn and Nirenberg proved a rather general ... See full document
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Hardy type inequalities on the sphere
... therein. Hardy inequalities are a subfamily of the Caffarelli-Kohn-Nirenberg ...these inequalities and their best constants allows us to obtain qualitative properties on the manifold ... See full document
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