M. Fakhar

Department of Mathematics‎, ‎University of Isfahan‎, ‎Isfahan 81745--163‎, ‎Iran‎, ‎and‎, ‎School of Mathematics‎, ‎Institute for Research in Fundamental Sciences (IPM)‎, ‎P.O‎. ‎Box: ‎19395--5746‎, ‎Tehran‎, ‎Iran.

[ 1 ] - Embedding normed linear spaces into $C(X)$

‎It is well known that every (real or complex) normed linear space $L$ is isometrically embeddable into $C(X)$ for some compact Hausdorff space $X$‎. ‎Here $X$ is the closed unit ball of $L^*$ (the set of all continuous scalar-valued linear mappings on $L$) endowed with the weak$^*$ topology‎, ‎which is compact by the Banach--Alaoglu theorem‎. ‎We prove that the compact Hausdorff space $X$ can ...

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