Add to ORKGAbstract. In this paper, the integral operator is used. We give a new Hilbert-type integral inequality, whose kernel is the homogeneous form with degree and with three pairs of conjugate exponents and the best constant factor and its reverse form are also derived. It is shown that the results of this paper represent an extension as well as som
We build a multiple Hilbert-type integral inequality with the symmetric kernel K(x, y) and involving...
Abstract By using real analysis and weight functions, we obtain a few equivalent statements of a Hil...
Abstract By using the method of weight function, the technique of real analysis, and the theory of s...
AbstractIn this paper, by estimating the weight function, we give a new Hilbert-type integral inequa...
By introducing an integral operator, a norm with a weight function, and two pairs of conjugate expon...
By applying the way of real and complex analysis and estimating the weight functions, we build a ne...
By using the way of weight functions and the technique of real analysis, a new Hilbert-type integral...
By using the way of weight function, a new Hilbert-type integral in-equality with a combination kern...
In this paper, by introducing some parameters we establish a new extension of the reverse of Hilbert...
We build a multiple Hilbert-type integral inequality with the symmetric kernel and involving an in...
Abstract. In this paper, by using the methods of real analysis and functional analysis, a Hilbert-ty...
By using the way of weight functions and the technic of real analysis, a multiple Hilbert-type inte...
We give a new Hilbert-type integral inequality with the best constant factor by estimating the weigh...
By using the way of weight coefficient and the theory of operators, we define a Hilbert-type operato...
In this paper, by introducing some parameters and estimating the weight coefficient, we give a new H...
We build a multiple Hilbert-type integral inequality with the symmetric kernel K(x, y) and involving...
Abstract By using real analysis and weight functions, we obtain a few equivalent statements of a Hil...
Abstract By using the method of weight function, the technique of real analysis, and the theory of s...
AbstractIn this paper, by estimating the weight function, we give a new Hilbert-type integral inequa...
By introducing an integral operator, a norm with a weight function, and two pairs of conjugate expon...
By applying the way of real and complex analysis and estimating the weight functions, we build a ne...
By using the way of weight functions and the technique of real analysis, a new Hilbert-type integral...
By using the way of weight function, a new Hilbert-type integral in-equality with a combination kern...
In this paper, by introducing some parameters we establish a new extension of the reverse of Hilbert...
We build a multiple Hilbert-type integral inequality with the symmetric kernel and involving an in...
Abstract. In this paper, by using the methods of real analysis and functional analysis, a Hilbert-ty...
By using the way of weight functions and the technic of real analysis, a multiple Hilbert-type inte...
We give a new Hilbert-type integral inequality with the best constant factor by estimating the weigh...
By using the way of weight coefficient and the theory of operators, we define a Hilbert-type operato...
In this paper, by introducing some parameters and estimating the weight coefficient, we give a new H...
We build a multiple Hilbert-type integral inequality with the symmetric kernel K(x, y) and involving...
Abstract By using real analysis and weight functions, we obtain a few equivalent statements of a Hil...
Abstract By using the method of weight function, the technique of real analysis, and the theory of s...