activity
20112014
most citedA new approach to the equivariant topological complexity

9 citations · 14 across the 6 of their papers we have counts for

collaborators

6 papers

math.GT2014

Mirror links have dual odd and generalized Khovanov homology

Wojciech Lubawski, Krzysztof K. Putyra

We show that the generalized Khovanov homology, defined by the second author in the framework of chronological cobordisms, admits a grading by the group $\mathbb{Z}\times\mathbb{Z}…

math.AT2014

Homotopy representations of the unitary groups

Wojciech Lubawski, Krzysztof Ziemiański

Let be a compact connected Lie group and let be complex vector bundles over the classifying space . The problem we consider is whether contains a subbundle which…

math.AT2013★ 9 cited

A new approach to the equivariant topological complexity

Wojciech Lubawski, Wacław Marzantowicz

We present a new approach to equivariant version of the topological complexity, called a symmetric topological complexity. It seems that the presented approach is more adequate for…

math.CO2013★ 4 cited

On-line list coloring of matroids

Michał Lasoń, Wojciech Lubawski

A coloring of a matroid is proper if elements of the same color form an independent set. A theorem of Seymour asserts that a k-colorable matroid is also colorable from any lists of…

math.CO2012★ 1 cited

Splitting multidimensional necklaces and measurable colorings of Euclidean spaces

Jarosław Grytczuk, Wojciech Lubawski

A necklace splitting theorem of Goldberg and West asserts that any k-colored (continuous) necklace can be fairly split using at most k cuts. Motivated by the problem of Erdős on st…

math.CO2011

Multidimensional necklaces and measurable colorings of R^n

Wojciech Lubawski

A well known generalization of Alon's "splitting nacklace theorem" by Longueville and Zivaljevic states that every k-colored n-dimensional cube can be fairly split using only k cut…