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Taras Banakh

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41 If $X$ and $Y$ are homotopy equivalent, then are $X \times \mathbb{R}^{\infty}$ and $Y \times \mathbb{R}^{\infty}$ homeomorphic? Feb 20 '18
36 A kaleidoscopic coloring of the plane Oct 2 '15
30 Are the Sierpiński cardinal $\acute{\mathfrak n}$ and its measure modification $\acute{\mathfrak m}$ equal to some known small uncountable cardinals? Nov 11 '17
30 Chromatic number of a topological space Feb 5 '18
27 Closed balls vs closure of open balls Jun 28 '18
24 Is the Golomb countable connected space topologically rigid? Nov 8 '17
24 Countable connected Hausdorff space Nov 8 '17
22 Is $\mathbb{R}\cong\text{Cont}(X,Y)$ for some non-trivial spaces $X,Y$? Jan 8 '18
19 A parametric version of the Borsuk Ulam theorem Jan 4 '19
19 “Anti” fixed point property Nov 11 '17
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