@article {Slapal:December 1998:0927-2852:515,
	author = "Slapal J.",
	title = "Compactness in Categories of {\cal S}-Net Spaces",
	journal = "Applied Categorical Structures",
	volume = "6",
	year = "December 1998",
	abstract = "<P>The {\cal S}-net spaces studied are convergence structures whose convergences are expressed by using generalized nets, the so called {\cal S}-nets, which are obtained from the usual nets by replacing the category of directed sets and cofinal maps with an arbitrary construct {\cal S}. We investigate compactness in categories of {\cal S}-net spaces defined by introducing continuous maps in a natural way and imposing some usual convergence axioms.</P>",
	pages = "515-525(11)",
	url = "http://www.ingentaconnect.com/content/klu/apcs/1998/00000006/00000004/00168154"
}