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Generalization of the Pecaric-Rajic Inequality in a Quasi-Banach Space
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作者 Jianbing Cao 《Advances in Pure Mathematics》 2017年第9期467-471,共5页
In the present paper, we shall give an extension of the well known Pecaric-Rajic inequality in a quasi-Banach space, we establish the generalized inequality for an arbitrary number of finitely many nonzero elements of... In the present paper, we shall give an extension of the well known Pecaric-Rajic inequality in a quasi-Banach space, we establish the generalized inequality for an arbitrary number of finitely many nonzero elements of a quasi-Banach space, and obtain the corresponding upper and lower bounds. As a result, we get some more general inequalities. 展开更多
关键词 pecaric-rajic INEQUALITY Dunkl-Williams INEQUALITY Triangle INEQUALITY Quasi-Banach Space
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