Games on Base Matrices
Author:
Affiliation:
1. Institute of Mathematics, University of Vienna, 1090 Wien, Austria
Publisher
Duke University Press
Subject
Logic
Reference8 articles.
1. Bohuslav Balcar, Michal Doucha, and Michael Hrušák, “Base tree property,” Order, vol. 32 (2015), pp. 69–81.
2. Jörg Brendle, Michael Hrušák, and Víctor Torres-Pérez, “Construction with opposition: cardinal invariants and games,” Arch. Math. Logic, vol. 58 (2019), pp. 943–63.
3. Bohuslav Balcar, Jan Pelant, and Petr Simon, “The space of ultrafilters on N covered by nowhere dense sets,” Fund. Math., vol. 110 (1980), pp. 11–24.
4. Jörg Brendle, “Base matrices of various heights,” Canad. Math. Bull., 2023.
5. Peter Lars Dordal, “A model in which the base-matrix tree cannot have cofinal branches,” J. Symbolic Logic, vol. 52 (1987), pp. 651–64.
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