## Ronnie Levy, Mikhail Matveev

*Spaces with $\sigma $-$n$-linked topologies as special subspaces of separable spaces *

Comment.Math.Univ.Carolinae 40,3 (1999) 561-570. **Abstract:**We characterize spaces with $\sigma $-$n$-linked bases as specially embedded subspaces of separable spaces, and derive some corollaries, such as the $\bold c$-productivity of the property of having a $\sigma $-linked base.

**Keywords:** separable, c.c.c., $\sigma $-centered base, $\sigma $-$n$-linked base, $I_n$-embedding, $I_{<\omega }$-embedding, product, Martin's Axiom, $C_p$-spaces

**AMS Subject Classification:** Primary 54D65, 54D70; Secondary 54B10, 54C25

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