L0-EMBEDDING OF A LINEAR METRIC SPACE
1979 Volume 33 Issue 2 Pages 391-398
Details
1979 Volume 33 Issue 2 Pages 391-398
A characterization of the linear metric space with an equivalent accessible metric is given. It is shown that a linear metric space E has an equivalent accessible metric if and only if E can be embedded isomorphically into L0. Every subspace of the countable product of the L0-embeddable spaces can also be embedded isomorphically into L0.
