[PDF] Top 20 \(L^{p}\) Hardy type inequality in the half space on the H type group
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\(L^{p}\) Hardy type inequality in the half space on the H type group
... 7. Folland, GB: Harmonic Analysis in the Phase Space. Princeton University Press, Princeton (1989) 8. Geller, D: Fourier analysis on the Heisenberg group. I. Schwartz space. J. Funct. Anal. 26, ... See full document
10
Hardy type inequalities in \(L^{p}\) with sharp remainders
... for p > ...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 ... See full document
7
Hardy type inequalities in fractional h discrete calculus
... is Hardy-type inequalities, which from the first discoveries of Hardy in the twentieth century now have been developed and applied in an almost unbelievable way, see, ...1928 Hardy [25] proved ... See full document
14
On a more accurate Hardy Mulholland type inequality
... < p < (or p < ), by the reverse Hölder inequality with weight and (), we obtain the reverse of () (or ()), then we have the reverse of (), and then the reverse of () ...Hölder’s ... See full document
16
A new extension of a Hardy Hilbert type inequality
... Hilbert’s type linear operator and ...new Hardy-Hilbert’s type inequality with a ...strengthened Hardy-Hilbert’s type ...Hilbert’s type integral inequality with ... See full document
12
Integral Inequality of Hardy Type on Time Scales
... x l → − f x ( ) = f l ( ) − exists at each left-dense point t of ; c) an interval means the intersection of a real interval with the given time scale; ... See full document
10
Hardy type inequalities on a half space in the Heisenberg group
... Yang, Q: Hardy type inequalities related to Carnot-Carathéodory distance on the Heisenberg group.. D’Ambrosio, L: Some Hardy inequalities on the Heisenberg group.[r] ... See full document
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On an Inequality of H G Hardy
... general inequality for convex and increasing ...Riemann-Liouville type. Consequently, we get the inequality of H. G. Hardy from ... See full document
23
On a new class of Hardy type inequalities
... a Hardy-type inequality to the class of arbitrary non-negative functions bounded from below and above with a convex function multiplied with positive real ...integral Hardy, ... See full document
19
On a more accurate Hardy Mulholland type inequality
... (ii) For < p < (or p < ), by the reverse Hölder’s inequality with weight (cf. []) and (), we obtain the reverse of () (or ()), then we have the reverse of (), and then the ... See full document
19
Hardy Littlewood maximal function on noncommutative Lorentz spaces
... In [] Nelson defined the measure topology of τ -measurable operators affiliated with a semi-finite von Neumann algebra. Fack and Kosaki [] investigated generalized s-numbers of τ -measurable operators and proved dominated ... See full document
8
On a half discrete Hilbert type inequality similar to Mulholland’s inequality
... of half-discrete Hilbert-type inequalities with the general non- homogeneous kernels, Hardy et ...an inequality with the particular kernel (+nx) λ and an interval ... See full document
8
A new discrete Hardy type inequality with kernels and monotone functions
... his inequality in (see []) and finally proved it in (see ...this inequality to what today is called Hardy-type ...general Hardy-type ... See full document
10
Hardy inequalities with Aharonov Bohm type magnetic field on the Heisenberg group
... Recently, a version of the Aharonov-Bohm magnetic field for a Grushin subelliptic oper- ator has been introduced by Aermark and Laptev []. Furthermore, such quadratic form also satisfies an improved Hardy ... See full document
6
Bargmann Type Inequality for Half Linear Differential Operators
... Bargmann inequality 1 originates from the nonrelativistic quantum mechanics and gives an upper bound for the number of bound states produced by a radially symmetric potential in the two-body ...this ... See full document
7
An extended multidimensional Hardy-Hilbert-type inequality with a general homogeneous kernel
... multidimensional Hardy–Hilbert–type inequality with a general homogeneous kernel and a best possible constant factor is given in Theorem ...this type of ... See full document
13
A more accurate half discrete Hardy Hilbert type inequality with the logarithmic function
... Hadamard’s inequality, a more accurate half-discrete Hardy-Hilbert-type inequality re- lated to the kernel of logarithmic function and a best possible constant factor is given by ... See full document
19
On a more accurate half discrete Hardy Hilbert type inequality related to the kernel of exponential function
... Hadamard’s inequality, a half-discrete Hardy-Hilbert-type inequality related to the ker- nel of exponential function with a best possible constant factor expressed by the gamma function ... See full document
21
A more accurate half-discrete Hardy-Hilbert-type inequality with the best possible constant factor related to the extended Riemann-Zeta function
... Hermite-Hadamard’s inequality, a half-discrete Hardy-Hilbert-type inequality related to the kernel of the hyperbolic cosecant function with the best possible constant factor expressed ... See full document
27
A Reverse Hardy Hilbert Type Inequality
... By estimating the weight coefficient, a reverse Hardy-Hilbert-type inequality is proved. As applications, some equivalent forms and a number of particular cases are obtained. Copyright © 2007 Gaowen ... See full document
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