Results 181 to 190 of about 93,877 (207)
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2009
In this talk we give some new generalizations of classical Hilbert's inequality. We extend it to a general case with $k\geq 2$ non-conjugate exponents. The established technique is then applied to the case where functions are defined $R^n$, and in the case of conjugate exponents and some special homogeneous kernels it is shown that the obtained ...
Perić, Ivan +2 more
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In this talk we give some new generalizations of classical Hilbert's inequality. We extend it to a general case with $k\geq 2$ non-conjugate exponents. The established technique is then applied to the case where functions are defined $R^n$, and in the case of conjugate exponents and some special homogeneous kernels it is shown that the obtained ...
Perić, Ivan +2 more
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Some Extensions of Hilbert-Type Inequalities
Advanced Materials Research, 2012In this paper, an extension of Hilbert-type inequalities with a best constant factor is given by introducing two parameter .
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On Reverse Hilbert Type Inequalities
2010In this paper we establish a new inverse inequality of Hilbert type for a finite number of positive sequences of real numbers. The integral analogue of the inequality are also proved. The results of this paper reduce to that of B. G. Pachpatte.
Bencze, M, Zhou, C, Cheung, WS
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A New Hilbert-Type Inequality with Positive Homogeneous Kernel and Its Equivalent Forms
Symmetry, 2020Bicheng Yang, Shanhe Wu
exaly
On an Extension of a Hardy–Hilbert-Type Inequality with Multi-Parameters
Mathematics, 2021Michael Th Rassias
exaly
On a mixed Kernel Hilbert‐type integral inequality and its operator expressions with norm
Mathematical Methods in the Applied Sciences, 2021Qiong Liu
exaly
A multiple Hilbert-type discrete inequality with a new kernel and best possible constant factor
Journal of Mathematical Analysis and Applications, 2015Qi-Ru Wang
exaly
Recent Advances in Hilbert-type Inequalities
2012The present book is a crown of decennial research of several authors in this area. More precisely, this book is based on some thirty significant papers dealing with Hilbert-type inequalities, published in the course of the last ten years. We tried to provide a unified approach to Hilbert-type inequalities.
Krnić, Mario +3 more
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