- Analytic Number Theory Andrew Granville
- Ann. Sci. Math. Qubec xx (xxxx), no x, xx MULTIPLICATIVE FUNCTIONS IN ARITHMETIC
- ZETA FUNCTIONS FOR IDEAL CLASSES IN REAL QUADRATIC FIELDS, AT s = 0.
- IRREDUCIBILITY AND GREATEST COMMON DIVISOR ALGORITHMS FOR SPARSE POLYNOMIALS
- Annals of Mathematics, 165 (2007), 143 An uncertainty principle
- ADDITIVE COMBINATORICS (WINTER 2005) Andrew Granville
- RATIONAL AND INTEGRAL POINTS ON QUADRATIC TWISTS OF A GIVEN HYPERELLIPTIC CURVE
- Prime Number Races Andrew Granville and Greg Martin
- Andrew Granville (Universit de Montral)
- La Gaceta de la RSME, Vol. 12 (2009), Nm. 3, Pgs. 547556 547 El diablo de los nmeros
- Prime Number Patterns Andrew Granville
- The number of sumsets in a finite field Andrew Granville
- DON'T BE SEDUCED BY THE ZEROS! Andrew Granville
- Multiplicative number theory Andrew Granville
- ADDITIVE COMBINATORICS: WINTER 2007 K. Soundararajan
- (5/10/2009, 15h17) Densite des friables
- "!"#%$'&)(102"(3 465702"87(10259 @A!B"CD#%0 EGFIHQPIPSRUTWVYX`WacbedgfihcpWq6rtsvuwaxqxawpcy
- INTEGERS: ELECTRONIC JOURNAL OF COMBINATORIAL NUMBER THEORY 4 (2004), #A22 THE SQUARE OF THE FERMAT QUOTIENT
- LA GACETA DE LA RSME, Vol. 8.1 (2005), Pags. 197240 197 EL DIABLO DE LOS N UMEROS
- A good new millenium for the primes Andrew Granville*
- Cycle lengths in a permutation are typically Poisson Andrew Granville
- CORRIGENDUM FOR "RATIONAL AND INTEGRAL POINTS ON QUADRATIC TWISTS OF A GIVEN HYPERELLIPTIC CURVE"
- CORRIGENDUM FOR PRIME DIVISORS ARE POISSON DISTRIBUTED
- Clay Mathematics Proceedings Volume 7, 2006
- Functiones et Approximatio XXXVIII.2 (2008), 125127
- Running Time Predictions for Factoring Algorithms
- Centre de Recherches Mathmatiques CRM Proceedings and Lecture Notes
- The number of possibilities for random dating Aaron Abrams
- Algorithmic Number Theory MSRI Publications
- Computation at the Heart of Mathematics: Celebrating the Work of David Boyd,
- THE DISTRIBUTION OF ROOTS OF A POLYNOMIAL Andrew Granville
- Milan j. math. 78 (2009), 125 DOI 10.1007/s00032-003-0000
- LATTICE POINTS ON CIRCLES, SQUARES IN ARITHMETIC PROGRESSIONS AND SUMSETS OF SQUARES
- THE DISTRIBUTION OF THE ZEROES OF RANDOM TRIGONOMETRIC POLYNOMIALS
- SIEVING AND THE ERD OSKAC THEOREM Andrew Granville
- AN INTRODUCTION TO ADDITIVE COMBINATORICS Andrew Granville
- THE DISTRIBUTION OF PRIME NUMBERS Andrew Granville and K. Soundararajan
- VISIBILITY IN THE PLANE SUKUMAR DAS ADHIKARI AND ANDREW GRANVILLE
- ADDITIVE COMBINATORICS (WINTER 2010) Andrew Granville
- THE FUNDAMENTAL THEOREM OF ARITHMETIC ANDREW GRANVILLE
- PRIME FACTORS OF DYNAMICAL SEQUENCES Xander Faber and Andrew Granville
- JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY
- andrew granville Il teorema fondamentale dell'aritmetica
- 2nd Reading February 5, 2007 16:19 WSPC/INSTRUCTION FILE 00077
- ESTIMATES FOR REPRESENTATION NUMBERS OF QUADRATIC FORMS
- Extreme Values of |(1 + it)| Andrew Granville and K. Soundararajan
- TORSION POINTS ON CURVES Andrew Granville
- UNIFORM DISTRIBUTION Andrew Granville
- On Sharp Transitions in Making Squares Ernie Croot1
- THE ANATOMY OF INTEGERS AND PERMUTATIONS Andrew Granville
- Canad. J. Math. Vol. 61 (6), 2009 pp. 12141238 Close Lattice Points on Circles
- It'sAsEasyAs abc Andrew Granville and Thomas J. Tucker
- PRIMITIVE PRIME FACTORS IN SECOND-ORDER LINEAR RECURRENCE SEQUENCES
