@article {Dong:January 1999:1071-5797:57,
	author = "Dong X-D.",
	author = "Soh C.B.",
	author = "Moreno E.O.",
	title = "Linear Block Codes for Four-Dimensional Signals",
	journal = "Finite Fields and Their Applications",
	volume = "5",
	year = "January 1999",
	abstract = "<P>In this paper, linear block codes over finite fields of the algebraic integer ring of the cyclotomic field <B>Q</B>(<B>e</B><SUP>2<B><IMG SRC="/iso-ents/isogrk32/pi-s.gif" ALT="pi">i</B>/<B>n</B></SUP>) modulo irreducible elements are presented, where <B>n</B>=5, 8, or 12. These codes can be used for coding over four-dimensional signal space and can correct one error which takes from the group of all roots of unity in the algebraic integer ring of <B>Q</B>(<B>e</B><SUP>2<B><IMG SRC="/iso-ents/isogrk32/pi-s.gif" ALT="pi">i</B>/<B>n</B></SUP>), where <B>n</B>=5, 8, or 12. <B>Copyright 1999 Academic Press.</B></P>",
	pages = "57-75(19)",
	url = "http://www.ingentaconnect.com/content/ap/ff/1999/00000005/00000001/art00235"
}