V. Valov

activity

19992011

most citedKrasinkiewicz spaces and parametric Krasinkiewicz maps

4 citations · 12 across the 22 of their papers we have counts for

collaborators

Showing 2010 · math.GNShow all

3 papers · 2 filters

math.GN2010

Very I-favorable spaces

A. Kucharski, Sz. Plewik, V. Valov

We prove that a Hausdorff space $X$ is very $I$ -favorable if and only if $X$ is the almost limit space of a $σ$ -complete inverse system consisting of (not necessarily Hausd…

math.GN2010

Embeddings of finite-dimensional compacta in Euclidean spaces

S. Bogataya, S. Bogatyi, V. Valov

If $g$ is a map from a space $X$ into $R^{m}$ and $q$ is an integer, let $B_{q, d, m} (g)$ be the set of all lines $Π^{d} \subset R^{m}$ such that $∣ g^{- 1} (Π^{d}) ∣ \geq q$ . Let a…

math.GN2010

Special embeddings of finite-dimensional compacta in Euclidean spaces

S. Bogatyi, V. Valov

If $g$ is a map from a space $X$ into $R^{m}$ and $z \neq \in g (X)$ , let $P_{2, 1, m} (g, z)$ be the set of all lines $Π^{1} \subset R^{m}$ containing $z$ such that $|g^{-1}(Π^1)…