Markov $k$-Menger

The second player has a Markov winning strategy in the game $\mathsf{G}_{\mathrm{fin}}(\mathcal K_X,\mathcal K_X)$ (relying on only the round number and most recent move of the opponent). See Remark 2.4 and Definition 2.7 of DOI 10.1016/j.topol.2021.107772 for more details.

• Spaces
• Theorems
• References

Id	Spaces	Value	Source
1	Discrete topology on a two-point set
1103	Supercontinuum power of a countable discrete space