[PDF] Top 20 An extension of a multidimensional Hilbert type inequality
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An extension of a multidimensional Hilbert type inequality
... new multidimensional Hilbert-type inequality with multi-parameters and a best possible constant factor is given, which is an extension of () and ... See full document
12
An extended multidimensional Hardy-Hilbert-type inequality with a general homogeneous kernel
... extended multidimensional Hardy–Hilbert–type inequality with a general homogeneous kernel and a best possible constant factor is given in Theorem ...an extension of ...this type ... See full document
13
A more accurate half discrete Hardy Hilbert type inequality with the logarithmic function
... Hermite-Hadamard’s inequality, a more accurate half-discrete Hardy-Hilbert-type in- equality related to the kernel of logarithmic function and a best possible constant factor is given, which is an ... See full document
19
A more accurate half-discrete Hardy-Hilbert-type inequality with the best possible constant factor related to the extended Riemann-Zeta function
... Hadamard’s inequality, a half-discrete Hardy-Hilbert-type inequality related to the kernel of the hyperbolic cosecant function with a best possible constant factor expressed by the extended ... See full document
27
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 is ... See full document
21
On a Hardy-Hilbert-Type Inequality with a General Homogeneous Kernel
... Hardy- Hilbert-type inequality with a general homogeneous kernel and a best possible constant factor is given, which is an extension of ... See full document
21
On a Multiple Hilbert Type Integral Inequality with the Symmetric Kernel
... (1.3) Inequality (1.2) posts the relationship of Hilbert inequality and the integral operator ...reverse Hilbert-Pachpatte’s inequality was first proved by Zhao in ... See full document
17
On a more accurate multidimensional Mulholland type inequality
... Hardy-Hilbert inequality with the best possible constant ...half-discrete Hilbert-type in- equalities with particular ...integral Hilbert-type inequalities with some additional ... See full document
13
On a half discrete Hilbert type inequality similar to Mulholland’s inequality
... Hadamard’s inequality, a half-discrete Hilbert-type inequality similar to Mulholland’s inequality with a best constant factor is ...The extension with multi-parameters, the ... See full document
8
Multidimensional Hilbert Type Inequalities with a Homogeneous Kernel
... → R, where k ≥ 2, with k being nonconjugate parameters. The techniques that will be used in the proofs are mainly based on classical real analysis, especially on the well-known H ¨older’s inequality and on ... See full document
12
On a Hardy Hilbert type inequality with parameters
... By means of the way of weight coefficients and technique of real analysis, an extension of a Hardy-Hilbert-type inequality with parameters and a best possible constant factor is given. The ... See full document
18
On a multidimensional Hilbert type inequality with parameters
... In this paper, by the use of the way of weight coefficients, the transfer formula and technique of real analysis, a multidimensional discrete Hilbert’s inequality with parameters and a bes[r] ... See full document
14
A multidimensional Hilbert type integral inequality
... a multidimensional Hilbert-type integral inequality with multi-parameters and the best possible constant factor related to the gamma function is ... See full document
13
A multidimensional discrete Hilbert-type inequality
... At the same time, a half-discrete Hilbert- type inequality with a general non-homogeneous kernel and a best constant factor is given by Yang [15].. In this paper, by using the way of wei[r] ... See full document
9
A new extension of a Hardy Hilbert type inequality
... By introducing independent parameters, and applying weight coefficients and the technique of real analysis, we give a new extension of a Hardy-Hilbert-type inequality with a best possible ... See full document
12
On a multidimensional version of the Hilbert type inequality in the whole plane
... Hilbert’s inequality is one of the most significant weighted inequalities in mathematical analysis and its ...years, Hilbert-type inequalities were discussed by numerous authors, who either reproved ... See full document
9
A half discrete Hilbert type inequality with a homogeneous kernel and an extension
... half-discrete Hilbert-type inequality with a general homogeneous kernel is obtained, and a best extension with two interval variables is ... See full document
16
A Hilbert Integral Type Inequality with Parameters
... A Hilbert-type integral inequality with parameters α and α, λ > 0 can be established by introducing a nonhomogeneous kernel function. And the constant factor is proved to be the best possible. And ... See full document
11
A Grüss type inequality for vector valued functions in Hilbert C∗ modules
... It follows from the Schwarz inequality equation (.) that x is a semi-norm on X. Now let A be a ∗ -algebra, ϕ a positive linear functional on A, and let X be a semi-inner A-module. We can define a sesquilinear ... See full document
10
Measures of multidimensional between group inequality
... The multidimensional inequality measures which satisfy these dominance criteria enable us to compare the degrees of multidimensional inequality between two or more distributions 2 ...developed ... See full document
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