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

Item(s) in original BibTeX format

@article{DFLMNZ1998,
	author={H. Dubner and T. Forbes and N. Lygeros and M. Mizony and H. Nelson and P.
		Zimmermann},
	title={Ten consecutive primes in arithmetic progression},
	abstract={In 1967 the first set of 6 consecutive primes in arithmetic progression
		was found. In 1995 the first set of 7 consecutive primes in arithmetic
		progression was found. Between November, 1997 and March, 1998, we succeeded
		in finding sets of 8, 9 and 10 consecutive primes in arithmetic progression.
		This was made possible because of the increase in computer capability and
		availability, and the ability to obtain computational help via the Internet.
		Although it is conjectured that there exist arbitrarily long sequences
		of consecutive primes in arithmetic progression, it is very likely that
		10 primes will remain the record for a long time. },
	journal= mc,
	year= 2002,
	volume= 71,
	number= 239,
	mrnumber={1 898 760},
	pages={1323--1328 (electronic)}
}