References: [ Home | Author index | Key index | Search ]

Item(s) in original BibTeX format

@article{DN97,
	author={H. Dubner and H. Nelson},
	title={Seven Consecutive Primes in Arithmetic Progression},
	abstract={It is conjectured that there exist arbitrarily long sequences of consecutive
		primes in arithmetic progression. In 1967, the first such sequence of 6
		consecutive primes in arithmetic progression was found. Searching for 7
		consecutive primes in arithmetic progression is difficult because it is
		necessary that a prescribed set of at least 1254 numbers between the first
		and last prime all be composite. This article describes the search theory
		and methods, and lists the only known example of 7 consecutive primes in
		arithmetic progression.},
	journal= mc,
	volume= 66,
	year= 1997,
	pages={1743--1749},
	mrnumber={98a:11122}
}