The following pages link to David J. Fernández-Bretón (Q284668):
Displaying 32 items.
- Strongly productive ultrafilters on semigroups (Q284670) (← links)
- Gruff ultrafilters (Q306168) (← links)
- Every strongly summable ultrafilter on \(\bigoplus \mathbb Z_{2}\) is sparse (Q374053) (← links)
- Characters of countably tight spaces and inaccessible cardinals (Q386181) (← links)
- Generalized side-conditions and Moore-Mrówka (Q897977) (← links)
- (Q2052562) (redirect page) (← links)
- Maximal almost disjoint families and pseudocompactness of hyperspaces (Q2052563) (← links)
- Covering versus partitioning with the Cantor space (Q2105041) (← links)
- Collared and non-collared manifold boundaries (Q2154806) (← links)
- Bitopological spaces of ultrafilters and maximal linked systems (Q2284197) (← links)
- If \(C_{p}(X)\) is strongly dominated by a second countable space, then \(X\) is countable (Q2360011) (← links)
- Corrigendum to: ``Gruff ultrafilters'' (Q2411487) (← links)
- Hindman's theorem is only a countable phenomenon (Q2413413) (← links)
- Finiteness classes arising from Ramsey-theoretic statements in set theory without choice (Q2662702) (← links)
- Ends of non-metrizable manifolds: a generalized bagpipe theorem (Q2670090) (← links)
- Strongly summable ultrafilters, union ultrafilters, and the trivial sums property (Q2786451) (← links)
- A parametrized diamond principle and union ultrafilters (Q4581984) (← links)
- A characterization of the Boolean Prime Ideal theorem in terms of forcing notions (Q4615029) (← links)
- Using Ultrafilters to Prove Ramsey-type Theorems (Q5037304) (← links)
- Hindman-like theorems with uncountably many colours and finite monochromatic sets (Q5111520) (← links)
- Equicontinuous mappings on finite trees (Q5162575) (← links)
- STABLE ORDERED UNION ULTRAFILTERS AND cov (Q5195063) (← links)
- Strong failures of higher analogs of Hindman’s theorem (Q5367106) (← links)
- The Adjacent Hindman’s Theorem for uncountable groups (Q6086117) (← links)
- On the property (C) of Corson and other sequential properties of Banach spaces (Q6112495) (← links)
- Hindman’s theorem in the hierarchy of choice principles (Q6146541) (← links)
- Using ultrafilters to prove Ramsey-type theorems (Q6293462) (← links)
- Finiteness classes arising from Ramsey-theoretic statements in set theory without choice (Q6327810) (← links)
- Owings-like results for infinitely many colours or finite monochromatic sets (Q6522658) (← links)
- Owings-like theorems for infinitely many colours or finite monochromatic sets (Q6584963) (← links)
- Q-points, selective ultrafilters, and idempotents, with an application to choiceless set theory (Q6758652) (← links)
- The adjacent Hindman's theorem and the $\mathbb Z$-Ramsey theorem (Q6758848) (← links)
