@article {Revin:May 2003:0002-5232:192,
	author = "Revin D.O.",
	title = "Superlocals in Symmetric and Alternating Groups",
	journal = "Algebra and Logic",
	volume = "42",
	year = "May 2003",
	abstract = "<P>On Aschbacher&#039;s definition, a subgroup N of a finite group G is called a p-superlocal for a prime p if N=N_G(O_p(N)). We describe the p-superlocals in symmetric and alternating groups, thereby resolving part way Problem 11.3 in the <I>Kourovka Notebook</I> [3].</P>",
	pages = "192-206(15)",
	url = "http://www.ingentaconnect.com/content/klu/allo/2003/00000042/00000003/00469357"
}