Edit Profile Gomes da Silva, Samuel Compute Distance To: Compute Author ID: gomes-da-silva.samuel Published as: Da Silva, S. G.; Da Silva, Samuel G.; Gomes da Silva, Samuel; da Silva, S. G.; da Silva, Samuel G.; da Silva, Samuel Gomes Homepage: https://sites.google.com/site/ufbalogic/home/home-1/members/samuel External Links: MGP · Wikidata · ORCID · ResearchGate · dblp Documents Indexed: 24 Publications since 2005 Reviewing Activity: 84 Reviews all top 5 Co-Authors 12 single-authored 8 Morgan, Charles James Glyn 2 de Paiva, Valeria 1 Brunner, Andreas Bernhard Michael 1 De Jesus, J. P. C. 1 Hrušák, Michael 1 Mariano, Hugo Luiz 1 Passos, Marcelo D. 1 Rangel, Dimi R. 1 Santana, Heides L. all top 5 Serials 4 Commentationes Mathematicae Universitatis Carolinae 4 Questions and Answers in General Topology 3 Acta Mathematica Hungarica 3 Logic Journal of the IGPL 2 Houston Journal of Mathematics 2 Archive for Mathematical Logic 1 Colloquium Mathematicum 1 Matematichki Vesnik 1 Reports on Mathematical Logic 1 Topology and its Applications 1 Boletín de la Sociedad Matemática Mexicana. Third Series Fields 20 Mathematical logic and foundations (03-XX) 20 General topology (54-XX) 3 Category theory; homological algebra (18-XX) 1 Order, lattices, ordered algebraic structures (06-XX) Publications by Year all cited Publications top 5 cited Publications Citations contained in zbMATH 14 Publications have been cited 28 times in 10 Documents Cited by ▼ Year ▼ On the presence of countable paracompactness, normality and property \((a)\) in spaces from almost disjoint families. Zbl 1388.54018Gomes da Silva, Samuel 4 2007 The \(\mathcal I\)-Hurewicz property and bounded families modulo an ideal. Zbl 1400.54037da Silva, Samuel G. 3 2018 Almost disjoint families and “never” cardinal invariants. Zbl 1212.03032Morgan, Charles; da Silva, Samuel Gomes 3 2009 Selectively \((a)\)-spaces from almost disjoint families are necessarily countable under a certain parametrized weak diamond principle. Zbl 1371.54142Morgan, Charles J. G.; da Silva, Samuel G. 2 2016 On the extent of separable, locally compact, selectively \((a)\)-spaces. Zbl 1344.54003Da Silva, Samuel G. 2 2015 \((a)\)-spaces and selectively \((a)\)-spaces from almost disjoint families. Zbl 1299.54046Da Silva, S. G. 2 2014 Luzin gaps are not countably paracompact. Zbl 1260.54040Hrušák, Michael; Morgan, Charles J. G.; Da Silva, Samuel G. 2 2012 Covering properties which, under weak diamond principles, constrain the extents of separable spaces. Zbl 1240.54079Morgan, C.; Da Silva, S. G. 2 2010 Large cardinals and topology: a short retrospective and some new results. Zbl 1132.03024da Silva, Samuel G. 2 2007 Property \((a)\) and dominating families. Zbl 1121.54014da Silva, Samuel Gomes 2 2005 On star covering properties related to countable compactness and pseudocompactness. Zbl 06837072Passos, Marcelo D.; Santana, Heides L.; da Silva, Samuel G. 1 2017 Topological equivalences of CUT and CUT(\(\mathrm{Fin}\)). Zbl 1355.03036da Silva, Samuel G. 1 2016 Constraining extent by density: on generalizations of normality and countable paracompactness. Zbl 1290.54011Morgan, Charles J. G.; da Silva, Samuel G. 1 2012 Closed discrete subsets of separable spaces and relative versions of normality, countable paracompactness and property \((a)\). Zbl 1249.54012da Silva, S. G. 1 2011 The \(\mathcal I\)-Hurewicz property and bounded families modulo an ideal. Zbl 1400.54037da Silva, Samuel G. 3 2018 On star covering properties related to countable compactness and pseudocompactness. Zbl 06837072Passos, Marcelo D.; Santana, Heides L.; da Silva, Samuel G. 1 2017 Selectively \((a)\)-spaces from almost disjoint families are necessarily countable under a certain parametrized weak diamond principle. Zbl 1371.54142Morgan, Charles J. G.; da Silva, Samuel G. 2 2016 Topological equivalences of CUT and CUT(\(\mathrm{Fin}\)). Zbl 1355.03036da Silva, Samuel G. 1 2016 On the extent of separable, locally compact, selectively \((a)\)-spaces. Zbl 1344.54003Da Silva, Samuel G. 2 2015 \((a)\)-spaces and selectively \((a)\)-spaces from almost disjoint families. Zbl 1299.54046Da Silva, S. G. 2 2014 Luzin gaps are not countably paracompact. Zbl 1260.54040Hrušák, Michael; Morgan, Charles J. G.; Da Silva, Samuel G. 2 2012 Constraining extent by density: on generalizations of normality and countable paracompactness. Zbl 1290.54011Morgan, Charles J. G.; da Silva, Samuel G. 1 2012 Closed discrete subsets of separable spaces and relative versions of normality, countable paracompactness and property \((a)\). Zbl 1249.54012da Silva, S. G. 1 2011 Covering properties which, under weak diamond principles, constrain the extents of separable spaces. Zbl 1240.54079Morgan, C.; Da Silva, S. G. 2 2010 Almost disjoint families and “never” cardinal invariants. Zbl 1212.03032Morgan, Charles; da Silva, Samuel Gomes 3 2009 On the presence of countable paracompactness, normality and property \((a)\) in spaces from almost disjoint families. Zbl 1388.54018Gomes da Silva, Samuel 4 2007 Large cardinals and topology: a short retrospective and some new results. Zbl 1132.03024da Silva, Samuel G. 2 2007 Property \((a)\) and dominating families. Zbl 1121.54014da Silva, Samuel Gomes 2 2005 all cited Publications top 5 cited Publications all top 5 Cited by 15 Authors 4 Gomes da Silva, Samuel 2 Hernández-Hernández, Fernando 2 Hrušák, Michael 2 Morgan, Charles James Glyn 1 Chandra, Debraj 1 Das, Pratulananda 1 Gaspar-Arreola, Miguel Ángel 1 Kočinac, Ljubiša D. R. 1 Passos, Marcelo D. 1 Rangel, Dimi R. 1 Samanta, Upasana 1 Santana, Heides L. 1 Šottová, Viera 1 Šupina, Jaroslav 1 Wajch, Eliza Cited in 5 Serials 4 Topology and its Applications 2 Acta Mathematica Hungarica 1 Israel Journal of Mathematics 1 Commentationes Mathematicae Universitatis Carolinae 1 Quaestiones Mathematicae all top 5 Cited in 6 Fields 10 General topology (54-XX) 6 Mathematical logic and foundations (03-XX) 1 Combinatorics (05-XX) 1 Real functions (26-XX) 1 Sequences, series, summability (40-XX) 1 Game theory, economics, finance, and other social and behavioral sciences (91-XX) Citations by Year Wikidata Timeline The data are displayed as stored in Wikidata under a Creative Commons CC0 License. Updates and corrections should be made in Wikidata.