An Inequality of Uniformly Continuous Functions in Normed Spaces

arxiv: 1205.5633 · v1 · pith:5A6Q23WM · submitted 2012-05-25 · math.FA

Mehdi Asadi This is my paper

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keywords continuousfunctionsnormedspacesuniformlyinequalitiesinequalityinteresting

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We obtain an interesting inequalities for uniformly continuous functions in the normed spaces: $\|f(x)\|\leq a\|x\|+b$ for some $a,b> 0$.

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