@article {Woods:1998:0022-314X:28,
	author = "Woods C.A.C.",
	title = "Extension Fields and Integer-Valued Polynomials",
	journal = "Journal of Number Theory",
	volume = "73",
	number = "1",
	year = "1998",
	abstract = "<P>Let <B>A</B> be a Dedekind domain with finite residue fields, <B>K</B> it&#039;s quotient field, <B>L</B> a finite separable extension of <B>K</B>, and <B>B</B> the integral closure of <B>A</B> in <B>L</B>. The rings of integer-valued polynomials on <B>A</B> and <B>B</B> are known to be Pr&uuml;fer domains and will be denoted by Int(<B>A</B>) and Int(<B>B</B>), respectively. We will present some connections between the localizations of each of these rings (<B>Theorem</B> 2 and <B>Corollary</B> 4) and in particular we answer the question when Int(<B>A</B>) is a subset of Int(<B>B</B>).<B> Copyright 1998 Academic Press.</B></P>",
	pages = "28-33",
	url = "http://www.ingentaconnect.com/content/ap/nt/1998/00000073/00000001/art02267"
}