Title: Analytical structures of quasi-normed spaces and its application
Abstract: Quasi-normed spaces are a kind of non-locally convex linear topological spaces.However these non-locally convex spaces are possessed of characteristic topological structures, so that many fundamental theories on the functional analysis can be established on these spaces. Firstly, It is proved that quasi-norm is a Minkowski functional for a kind of absorbing balanced non-convex. Secondly, some results of the normal cone is proved.In the meantime, the application of quasi-normed spaces is pointed out.
Publication Year: 2004
Publication Date: 2004-01-01
Language: en
Type: article
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