Sequentially linearly Lindelöf spaces

Menachem Kojman, Victoria Lubitch

Type: Article

Publication Date: 2003-02-01

Citations: 5

DOI: https://doi.org/10.1016/s0166-8641(02)00108-6

View Publication

Locations

Topology and its Applications - View

Similar Works

Action	Title	Year	Authors
+	Weakly linearly Lindelöf monotonically normal spaces are Lindelöf	2016	István Juhász Vladimir V. Tkachuk Richard G. Wilson
+	Weakly linearly lindelöf monotonically normal spaces are lindelöf	2017	István Juhász Vladimir V. Tkachuk Richard G. Wilson
+	Convergence in compacta and linear Lindelöfness	1998	Aleksander V. Arhangel'skii Raushan Z. Buzyakova
+	Weakly linearly Lindel\"of monotonically normal spaces are Lindel\"of	2016	István Juhász Vladimir V. Tkachuk Richard G. Wilson
+	First countable and almost discretely Lindelöf $T_3$ spaces have cardinality at most continuum	2016	István Juhász Lajos Soukup Zoltán Szentmiklóssy
+	Weakly linearly Lindelöf spaces revisited	2019	Vladimir V. Tkachuk
+ PDF Chat	On linearly Lindelöf and strongly discretely Lindelöf spaces	1999	A.V. Arhangel'skiı̆ Raushan Z. Buzyakova
+ PDF Chat	On the cardinality of almost discretely Lindelöf spaces	2017	Angelo Bella Santi Spadaro
+	The Collins–Roscoe property and its applications in the theory of function spaces	2012	Vladimir V. Tkachuk
+	First countable and almost discretely Lindel\"of $T_3$ spaces have cardinality at most continuum	2016	István Juhász Lajos Soukup Zoltán Szentmiklóssy
+	Remarks on weakly linearly Lindelöf spaces	2019	Wei-Feng Xuan Yan-Kui Song
+	ON ${\omega _1}$-STRONGLY COMPACT CARDINALS	2014	Joan Bagaria Menachem Magidor
+	Perfectly normal non-metrizable non-Archimedean spaces are generalized Souslin lines	2003	Yuan-Qing Qiao Franklin D. Tall
+ PDF Chat	Sequentially compact, Franklin-Rajagopalan spaces	1987	Peter Nyikos Jerry E. Vaughan
+	Sequential decreasing strong size properties	2018	Féelix Capulín Miguel Ángel Lara Fernando Orozco-Zitli
+	Weakly compact and Ramsey cardinals	1999	A. Hajnal Peter Hamburger
+	Strongly Pseudoradial Spaces	2013	Jeremy Brazas Paul Fabel
+	Strongly Pseudoradial Spaces	2013	Jeremy Brazas Paul Fabel
+	A first countable linearly Lindelöf not Lindelöf topological space	2011	Oleg Pavlov
+	Spaces with large weak extent	2011	Yan-Kui Song

Works That Cite This (5)

Action	Title	Year	Authors
+	A first countable linearly Lindelöf not Lindelöf topological space	2011	Oleg Pavlov
+	Covering Properties	2013	Paul J. Szeptycki Yukinobu Yajima
+	Small Dowker spaces	2007	Paul J. Szeptycki
+	Linearly Lindelöf problems	2007	Elliott Pearl
+	Compact factors in finally compact products of topological spaces	2005	Paolo Lipparini

Works Cited by This (14)

Action	Title	Year	Authors
+	Convergence in compacta and linear Lindelöfness	1998	Aleksander V. Arhangel'skii Raushan Z. Buzyakova
+ PDF Chat	A ZFC Dowker space in ℵ_{𝜔+1}: An application of pcf theory to topology	1998	Menachem Kojman Saharon Shelah
+ PDF Chat	On linearly Lindelöf and strongly discretely Lindelöf spaces	1999	A.V. Arhangel'skiı̆ Raushan Z. Buzyakova
+	A characterization of compact scattered spaces through chain limits; (chain compact spaces)	1974	S. Mrówka M. Rajagopalan T. Soundararajan
+	Introduction to Cardinal Arithmetic	1999	M. Holz K. Steffens Eric Weitz
+ PDF Chat	Shelah's pcf theory and its applications	1990	Maxim R. Burke Menachem Magidor
+ PDF Chat	Sequentially compact, Franklin-Rajagopalan spaces	1987	Peter Nyikos Jerry E. Vaughan
+	SQUARES, SCALES AND STATIONARY REFLECTION	2001	James Cummings Matthew Foreman Menachem Magidor
+	Square in Core Models	2001	Ernest Schimmerling Martin Zeman
+	Chang’s conjecture for ℵω	1990	Jean-Pierre Levinski Menachem Magidor Saharon Shelah