25350 Ulrich Abel/Hartmut Siebert: Sequences with large numbers of prime values. Am. Math. Monthly 100/2 (1993), 167-169. R. Baker/G. Harman: The difference between consecutive primes. Proc. LMS 72 (1996), 261-280. 22568 R. Baker/G. Harman/J. Pintz: The difference between consecutive primes II. Proc. LMS 83 (2001), 532-562. 26127 Francesca Balestrieri: An equivalent problem to the twin prime conjecture. Internet 2011, 7p. 23749 E. Benedetto: Arithmetical approach to the twin primes conjecture. Ann. Univ. Ferrara 57 (2011), 191-199. 23030 Richard Brent: The distribution of small gaps between successive primes. Math. Comp. 28 (1974), 315-324. 22566 Kevin Broughan/A. Barnett: On the subsequence of primes having prime subscripts. Internet ca. 2002, 12p. 23293 Chris Caldwell/Yuanyou Cheng: Determining Mills' constant and a note on Honaker's problem. J. Integer Sequences 8 (2005), 9p. Among other things, the authors show that there exists at least one prime between every pair of consecutive cubes. See also Zbl. 1112.11044 by Olivier Ramare'. 24000 Denis Xavier Charles: Sieves. Internet, 97p. 26126 A. Dinculescu: The twin primes seen from a different perspective. Brit. J. Math. Comp. Sci. 3/4 (2013), 691-698. 27000 Kevin Ford/Ben Green/Sergei Konyagin/Terence Tao: Large gaps between consecutive prime numbers. Ann. Math. 183 (2016), 935-974. 26999 Kevin Ford/.../Terence Tao: Long gaps between primes. J. AMS ... (2017), 41p. 26314 John Friedlander: Prime numbers - a much needed gap is finally found. Notices AMS June/July 2015, 660-664. 21095 Don Goldston/S. Graham/J. Pintz/C. Yildirim: Small gaps between primes or almost primes. Trans. AMS ... (2009), 46p. Don Goldston/Y. Motohashi/J. Pintz/C. Yildrim: Small gaps between primes exist. Internet 2005, 8p. 19248 Don Goldston/J. Pintz/C. Yildrim: Primes in tuples. Internet 2005, 36p. 19243 Don Goldston/C. Yildrim: Small gaps between primes I. Internet 2005, 34p. 27010 Don Goldston: Are there infinitely many twin primes? Internet ca. 2007, 22p. 24489 Andrew Granville: Bounded gaps between primes. Internet 2013, 54p. To appear in Bull. AMS. 25847 Andrew Granville: About the cover - a new mathematical celebrity. Bull. AMS ... (2015), 3p. 25955 Andrew Granville: Primes in intervals of bounded length. Bull. AMS ... (2015), 52p. 27084 Kevin Hartnett: Kaisa Matomäki dreams of primes. Quanta 20 July 2017, 6p. 24476 Erica Klarreich: Together and alone, closing the prime gap. Quanta 19 November 2013, 9p. 26678 Helmut Maier/Michael Rassias: Large gaps between consecutive prime numbers containing square-free numbers and perfect powers of prime numbers. Proc. AMS ... (2016), 8p. 22569 Kaisa Matomäki: Large differences between consecutive primes. Quart. J. Math. 58 (2007), 489-518. 24475 James Maynard: Small gaps between primes. Internet 2013, 23p. [Ann. Math. 181/1 (2015), 383-413.] 25355 James Maynard: Large gaps between primes. Internet 2014, 14p. Answers a long-standing question of Erdös. 23743 Maggie McKee: First proof that infinitely many prime numbers come in pairs. Nature ... (2013), 3p. On Yitang Zhang's proof that there exist infinitely many pairs (p,q) of primes such that |p-q| is less than 70 million. Thomas Nicely: Enumeration to 10^{14} of the twin primes and Brun's constant. Virginia J. Science 46/3 (1996), 195-204. 2051 B. Parady/J. Smith/S. Zarantonello: Largest known twin primes. Math. Computation 55 (1990), 381-382. 27171 Janos Pintz: Very large gaps between consecutive primes. J. Number Theory 63 (1997), 286-301. Daniel Shanks: On maximal gaps between successive primes. Math. Comp. 18 (1964), 646-651. 18841 K. Soundararajan: Small gaps between prime numbers - the work of Goldston-Pintz-Yildirim. Bul. AMS 44/1 (2007), 1-18. 25345 Terence Tao/Tamar Ziegler: Narrow progressions in the primes. Internet 2014, 20p. 27279 Marek Wolf: Some heuristics on the gaps between consecutive primes. Arxiv 1102.0481 (2011), 27p. J. Young/A. Potler: First occurrence prime gaps. Math. Comp. 52 (1989), 221-224. Yitang Zhang: Bounded gaps between primes. Ann. Math. 179/3 (2014), 1121-1174.