In 1908, H. Wely published the well known Hilbert's inequality. In 1925, G. H. Hardy gave an extension of it by introducing one pair of conjugate exponents. The Hilbert-type inequalities are a more wide class of analysis inequalities which are including Hardy-Hilbert's inequality as the particular case. By making a great effort of mathematicians at about one hundred years, the theory of Hilbert-type integral and discrete inequalities has now come into being. This book is a monograph about the theory of multiple half-discrete Hilbert-type inequalities. Using the methods of Real Analysis,...
In 1908, H. Wely published the well known Hilbert's inequality. In 1925, G. H. Hardy gave an extension of it by introducing one pair of conjugate expo...
