
EULER’S CONSTANT: EULER’S WORK AND MODERN DEVELOPMENTS
– Jeffrey C. Lagarias
 2013


Landau's Problem on Primes
– János Pintz

22

Asymptotic semismoothness probabilities
– Eric Bach, René Peralta
 1996

3

Arbitrarily Tight Bounds On The Distribution Of Smooth Integers
– Daniel J. Bernstein
 2002


The Life and Work of R. A. Rankin (19152001)
– Bruce C. Berndt, Winfried Kohnen, Ken Ono


Different Approaches to the Distribution of Primes
– Andrew Granville
 2009

21

Smooth numbers: computational number theory and beyond
– Andrew Granville
 2008

6

An uncertainty principle for arithmetic sequences, preprint, available from www.arxiv.org
– Andrew Granville, K. Soundararajan

20

Harald Cramér and the distribution of prime numbers
– Andrew Granville
 1995

9

Order computations in generic groups
– Andrew V. Sutherland
 2007


A PAIR OF DIFFERENCE DIFFERENTIAL EQUATIONS OF EULERCAUCHY TYPE
– David M. Bradley


GAPS BETWEEN PRIME NUMBERS ADOLF HILDEBRAND
– Helmut Maier, Communicated Larry J. Goldstein


Limitations to the Equidistribution of Primes III
– John Friedlander, Andrew Granville
 1992

1

Primes in almost all short intervals and the distribution of the zeros of the Riemann zetafunction
– Alessandro Zaccagnini

3

Approximating the number of integers without large prime factors
– Koji Suzuki
 2004


BUBBLES OF CONGRUENT PRIMES
– Frank Thorne


PRIMES IN TUPLES II
– D. A. Goldston, J. Pintz, C. Y. Yildirim
 710

28

Higher correlations of divisor sums related to primes, II: Variations of . . .
– D. A. Goldston, C. Y. Yildirim
 2007

11

Small gaps between prime numbers: the work of GoldstonPintzYıldırım
– K. Soundararajan
 2000
