Hilbert-type inequalities and related operators with homogeneous kernel of degree 0 (CROSBI ID 160471)
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Bicheng Yang ; Krnić, Mario
engleski
Hilbert-type inequalities and related operators with homogeneous kernel of degree 0
In this paper we provide an unified approach to the Hilbert-type inequalities with homogeneous kernel of degree 0 and certain weight functions. As an application, we define the related Hilbert-type operators and analyze their norms. In the case of conjugate exponents, we obtain the best possible constants involved in the right-hand sides of derived inequalities, and norms of the Hilbert-type operators as well. Finally, we consider some special choices of homogeneous kernels and parameters.
Hilbert-type inequality; Hardy-Hilbert type inequality; Hilbert-type operator; homogeneous kernel; weight function; norm
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