A topological Ramsey classification of countable ordinals. II (Q519936)

Here, the author continues the investigations of the first part [ibid. 147, No. 2, 477--509 (2015)]. He provides optimal values for \(m\) satifying \(\forall l>1 \, \alpha \rightarrow (\text{top} \, \omega^2+1)^k_{l,m}\) when \(\alpha = \omega^{\omega}+1\) or \(\alpha=\omega^{\omega^k}\), for every \(k>1\). He corrects some of the results of the first part.