16

Questions

3
8
votes
5
answers
739
views

$\aleph_\omega$ many subsets of $\aleph_\omega$

may 10 at 18:22 Santi Spadaro 66646

 
2
votes
3
answers
478
views

Is there a (standard) name for $\bar{A}\setminus A$?

jan 13 at 8:54 practical 2112

 
6
votes
2
answers
280
views

How big $|Aut(M)|$ can be, given $|\partial Aut(M)|$?

nov 30 at 16:52 Ioannis Souldatos 815210

 
4
votes
0
answers
63
views

$L_{\omega_1,\omega}$ sentence with many automorphism in $\aleph_0$ and few automorphism in $\aleph_\omega$

nov 19 at 20:40 Ioannis Souldatos 815210

 
4
votes
2
answers
181
views

Is the generalized Baire space complete?

nov 14 at 15:18 Toby Bartels 923410

1
11
votes
3
answers
327
views

Disjoint stationary sets that reflect

nov 6 at 21:19 Todd Eisworth 1,193311

1
4
votes
1
answer
235
views

Characterizing $\omega_1$-like dense linear orderings

aug 8 at 1:40 Joel David Hamkins 75.4k8187346

1
6
votes
1
answer
300
views

GCH+ Kurepa Families

aug 6 at 6:21 Philipp Schlicht 24325

 
2
votes
1
answer
184
views

Countable structures with uncountable many automorphisms

aug 2 at 18:50 Trevor Wilson 1,506614

1
4
votes
1
answer
264
views

Is there a statement equivalent to a sentence admitting $(\alpha^{+n},\alpha)$?

may 23 12 at 22:54 David Milovich 681310

1 2 next