Andrew Granville
Affiliations: | University of Georgia, Athens, Athens, GA, United States |
Area:
MathematicsGoogle:
"Andrew Granville"Children
Sign in to add trainee| Ernest S. Croot | grad student | 2000 | University of Georgia |
| Pamela A. Cutler | grad student | 2000 | University of Georgia |
| Dina H. Khalil | grad student | 2000 | University of Georgia |
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Publications
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| Granville A, Shakan G. (2020) The Frobenius postage stamp problem, and beyond Acta Mathematica Hungarica. 161: 700-718 |
| Granville A, Harper AJ, Soundararajan K. (2019) A new proof of Halász's Theorem, and its consequences Compositio Mathematica. 155: 126-163 |
| Granville A, Shao X. (2019) Bombieri-Vinogradov for multiplicative functions, and beyond the x1/2-barrier Advances in Mathematics. 350: 304-358 |
| Bober J, Goldmakher L, Granville A, et al. (2018) The Frequency And The Structure Of Large Character Sums Journal of the European Mathematical Society. 20: 1759-1818 |
| Granville A, Shao X. (2018) When does the Bombieri-Vinogradov Theorem hold for a given multiplicative function? Forum of Mathematics, Sigma. 6: 1 |
| Granville A, Soundararajan K. (2017) Large character sums: Burgess's theorem and zeros of L-functions Journal of the European Mathematical Society. 20: 1-14 |
| Granville A. (2017) Squares in Arithmetic Progressions and Infinitely Many Primes American Mathematical Monthly. 124: 951 |
| Drappeau S, Granville A, Shao X. (2017) SMOOTH-SUPPORTED MULTIPLICATIVE FUNCTIONS IN ARITHMETIC PROGRESSIONS BEYOND THE $x^{1/2}$ -BARRIER Mathematika. 63: 895-918 |
| Dummit D, Granville A, Kisilevsky H. (2016) Big Biases Amongst Products Of Two Primes Mathematika. 62: 502-507 |
| Granville A. (2015) What Is the Best Approach to Counting Primes The Spectrum. 83-116 |