Partial Orders on the Types in βN
From MaRDI portal
Publication:5614448
DOI10.2307/1995690zbMath0212.54901OpenAlexW4248891784MaRDI QIDQ5614448
Publication date: 1971
Published in: Transactions of the American Mathematical Society (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.2307/1995690
Related Items (32)
The spaces \(C_ p(X):\) decomposition into a countable union of bounded subspaces and completeness properties ⋮ Countable ultraproducts without CH ⋮ Selctive ultrafilters and homogeneity ⋮ Ultrafilters maximal for finite embeddability ⋮ Characterizing filters by convergence (with respect to filters) in Banach spaces ⋮ On the commutant of \(B(H)\) in its ultrapower ⋮ A note on special subsets of the Rudin-Frolík order for regulars ⋮ Lower bounds of sets of P-points ⋮ Discrete ultrafilters and homogeneity of product spaces ⋮ Spaces homeomorphic to $\left( {2^\alpha } \right)_\alpha$ ⋮ On embedding certain partial orders into the P-points under Rudin-Keisler and Tukey reducibility ⋮ Kunen and set theory ⋮ Dynamical systems on compact extremally disconnected spaces ⋮ A non-pseudocompact product of countably compact spaces via Seq ⋮ On the Rudin-Keisler order on ultrafilters ⋮ Linear analogues of ultrafilters ⋮ Some points in βN ⋮ Three orderings on \(\beta(\omega)\setminus\omega\) ⋮ Finitely additive measures on \(\mathbb{N}\) ⋮ Ultrafilters and abelian groups ⋮ Ultrafilters: Some old and some new results ⋮ R.e. Prime powers and total rigidity ⋮ Ultrafilters and Independent Sets ⋮ Ultrafilter Mappings and Their Dedekind Cuts ⋮ Pseudocompactness and Ultrafilters ⋮ Chains of P-points ⋮ Ultrafilters without immediate predecessors in Rudin-Frolik order for regulars ⋮ Trading properties and Alexandrov kernels for Boolean functions ⋮ On the structure of generalized P-points ⋮ Non-homeomorphic disjoint spaces whose union is \(\omega^*\) ⋮ THE RUDIN–KEISLER ORDERING OF P-POINTS UNDER 𝔟 = 𝔠 ⋮ A pseudocompact Tychonoff space all countable subsets of which are closed and \(C^*\)-embedded
This page was built for publication: Partial Orders on the Types in βN
