Showing results 12 to 31 of 82
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| Author(s) | Title | Issue Date | Appears in | Rank |
| Farah, Ilijas | Basis problem for turbulent actions I: Tsirelson submeasures | 30-Mar-2001 | Annals of Pure and Applied Logic; 108(1-3); 189-203 | M21 |
| Farah, Ilijas | Basis problem for turbulent actions II: C0-equalities | 1-Jan-2001 | Proceedings of the London Mathematical Society; 82(1); 1-30 | M21a |
| Farah, Ilijas ; Zapletal, Jindřich | Between Maharam's and von Neumann's problems | 1-Jan-2004 | Mathematical Research Letters; 11(5-6); 673-684 | M21 |
| Farah, Ilijas ; Shelah, Saharon | BETWEEN REDUCED POWERS AND ULTRAPOWERS, II | 2022 | Transactions of the American Mathematical Society; 375(12); 9007-9034 | ~M21 |
| Farah, Ilijas ; Solecki, Sławomir | Borel subgroups of Polish groups | 30-Jan-2006 | Advances in Mathematics; 199(2); 499-541 | M21a |
| Farah, Ilijas ; Hirshberg, Ilan | The Calkin algebra is not countably homogeneous | 1-Jan-2016 | Proceedings of the American Mathematical Society; 144(12); 5351-5357 | M22 |
| Farah, Ilijas ; Hirshberg, Ilan; Vignati, Alessandro | The Calkin algebra is ℵ1 -universal | 1-Mar-2020 | Israel Journal of Mathematics; 237; 287-309 | M22 |
| Farah, Ilijas | The Calkin algebra, Kazhdan's property (T), and strongly self-absorbing C*-algebras | 1-Jan-2023 | Proceedings of the London Mathematical Society | ~M21 |
| Calderón, Daniel; Farah, Ilijas | Can you take Akemann–Weaver's ⋄ℵ1 away? | 2023 | Journal of Functional Analysis; 285(5); 110017 | ~M21 |
| Baudier, Florent P.; Braga, Bruno M.; Farah, Ilijas ; Vignati, Alessandro; Willett, Rufus | Coarse equivalence versus bijective coarse equivalence of expander graphs | 1-Jul-2024 | Mathematische Zeitschrift; 37; 44 | ~M22 |
| Farah, Ilijas | A coherent family of partial functions on ℕ | 1-Jan-1996 | Proceedings of the American Mathematical Society; 124(9); 2845-2852 | |
| Farah, Ilijas | Combinatorial set theory of C*-algebras | 1-Jan-2019 | 1-507 | |
| Farah, Ilijas ; Phillips, N. Christopher; Steprans, Juris | The commutant of L(H) in its ultrapower may or may not be trivial | 1-Aug-2010 | Mathematische Annalen; 347(4); 839-857 | M21 |
| Farah, Ilijas | Completely additive liftings | 1-Jan-1998 | Bulletin of Symbolic Logic; 4(1); 37-54 | |
| Farah, Ilijas ; Magidor, Menachem | Corson reflections | 1-May-2021 | Annals of Pure and Applied Logic; 172(5); 102908 | ~M21 |
| Farah, Ilijas ; Hrušák, Michael; Ranero, Carlos Azarel Martínez | A countable dense homogeneous set of reals of size script N1 | 1-Jan-2005 | Fundamenta Mathematicae; 186(1); 71-77 | M22 |
| Farah, Ilijas ; Toms, Andrew; Törnquist, Asger | The descriptive set theory of C*-algebra Invariants | 1-Jan-2013 | International Mathematics Research Notices; 2013(22); 5196-5226 | M21a |
| Farah, Ilijas ; Shelah, Saharon | A dichotomy for the number of ultrapowers | 1-Jun-2010 | Journal of Mathematical Logic; 10(1-2); 45-81 | M23 |
| Farah, Ilijas | Dimension phenomena associated with βℕ-spaces | 10-Nov-2002 | Topology and its Applications; 125(2); 279-297 | M23 |
| Farah, Ilijas | Embedding partially ordered sets into ωω | 1-Dec-1996 | Fundamenta Mathematicae; 151(1); 53-95 | |
