Tan Özalp

collaborators

2 papers

math.LO2026

Canonical equivalence relations on $FIN_{2}^{[\infty]}$

Tan Özalp

Answering a question of Todorcevic, we prove higher-dimensional canonization theorems for the topological Ramsey space $FIN_{2}^{[\infty]}$ . Our results build upon the work…

math.LO2026

On the number of $Q$ -points

Silvan Horvath, Tan Özalp

We show that, up to isomorphism, the number of $Q$ -points is either finite, $2^{d}$ or $2^{c}$ . This answers a question asked by Borodulin-Nadzieja, Martínez-…

Canonical equivalence relations on FIN2[∞]​

On the number of Q-points

Canonical equivalence relations on $FIN_{2}^{[\infty]}$

On the number of $Q$ -points