Infinite games and quasi-uniform box products

The uniform box product is the weakening of the well-known  box product problem which asks whether the box product of certain spaces is normal or even paracompact. In this talk, we present the quasi-uniform box product, a concept that generalises the uniform box product to the frame-work of quasi-uniform spaces. We then use an infinite game played in a quasi-uniform space to show that the countable quasi-uniform box product of a Fort-space is pairwise collectionwise normal, countably  pairwise paracompact and pairwise collectionwise Hausdorff.Infinite games and quasi-uniform box products