Leandro F. Aurichi, Matheus Duzi
Published 2019-01-27Version 1
We present a new variation of the classical selection principles $\mathsf{S}_\mathrm{k}(\mathcal A, \mathcal B)$ ($k\in\mathbb N$) and $\mathsf{S}_\mathrm{fin}(\mathcal A, \mathcal B)$ that lies between these two properties. Just like with the classical selection principles, we also obtain a new variation of topological games and discuss how new topological properties may emerge in the covering and tightness cases.
On some topological games involving networks
Bornoligies, Topological Games and Function Spaces
Certain observations on tightness and topological games in bornology
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