Andrew Booker

Q: What Schools Are Affiliated With Andrew Booker

Andrew Booker is affiliated with the following schools: University of Bristol, University of Oxford, Princeton University, University of Virginia

Andrew Booker 's AcademicInfluence.com Rankings

Andrew Booker

Mathematics

#6781

World Rank

#9330

Historical Rank

Measure Theory

#5355

World Rank

#6340

Historical Rank

mathematics Degrees

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Mathematics

Why Is Andrew Booker Influential?

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According to Wikipedia, Andrew Richard Booker is a British mathematician who is currently Professor of Pure Mathematics at the University of Bristol. He is an analytic number theorist known for his work on L-functions of automorphic forms and his contributions to the sums of three cubes problem.

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Andrew Booker 's Published Works

Number of citations in a given year to any of this author's works

Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author

Published Works

Effective computation of Maass cusp forms (2006) (92)
Artin's Conjecture, Turing's Method, and the Riemann Hypothesis (2005) (49)
A database of genus-2 curves over the rational numbers (2016) (45)
Numerical computations with the trace formula and the Selberg eigenvalue conjecture (2007) (33)
Numerical tests of modularity (2005) (27)
Quadratic class numbers and character sums (2006) (25)
Turing and the Riemann Hypothesis (2006) (23)
Poles of Artin L-functions and the strong Artin conjecture (2003) (18)
Subconvexity for modular form L-functions in the t aspect (2017) (18)
Weil's converse theorem with poles (2014) (17)
A strengthening of the GL(2) converse theorem (2011) (17)
Primitive values of quadratic polynomials in a finite field (2018) (16)
Zeros of L-functions outside the critical strip (2013) (15)
Bounds and algorithms for the K-Bessel function of imaginary order (2013) (15)
A Test for Identifying Fourier Coefficients of Automorphic Forms and Application to Kloosterman Sums (2000) (14)
On Mullin's Second Sequence of Primes (2011) (13)
A conjectural extension of Hecke’s converse theorem (2017) (12)
Computing classical modular forms (2020) (12)
Twist‐minimal trace formulas and the Selberg eigenvalue conjecture (2018) (11)
Square-free values of reducible polynomials (2015) (11)
Cracking the problem with 33 (2019) (10)
Detecting squarefree numbers (2013) (10)
On a question of Mordell (2020) (10)
Simple zeros of degree 2 L -functions (2012) (9)
Uncovering a new L-function (2008) (9)
A converse theorem for GL(n) (2016) (7)
Test vectors for Rankin–Selberg L-functions (2019) (7)
Further refinements of the GL(2) converse theorem (2013) (6)
Simple zeros of automorphic $L$ -functions (2018) (6)
Squarefree smooth numbers and Euclidean prime generators (2016) (6)
The Selberg trace formula as a Dirichlet series (2015) (4)
A Variant of the Euclid-Mullin Sequence Containing Every Prime (2016) (4)
The Euclid-Mullin graph (2015) (3)
Finite connected components of the aliquot graph (2016) (3)
Turing’s Method for the Selberg Zeta-Function (2017) (3)
Rapid computation of L-functions attached to Maass forms (2017) (3)
A CONVERSE THEOREM WITHOUT ROOT NUMBERS (2017) (3)
$$L$$L-functions as distributions (2013) (3)
PRIMITIVE ELEMENT PAIRS WITH A PRESCRIBED TRACE IN THE CUBIC EXTENSION OF A FINITE FIELD (2019) (2)
QUANTITATIVE ESTIMATES FOR SIMPLE ZEROS OF ‐FUNCTIONS (2018) (2)
Primitive elements with prescribed traces (2021) (1)
Turing and the Primes (2016) (1)
On a recursively defined sequence involving the prime counting function (2020) (0)
A note on Maass forms of icosahedral type (2018) (0)
SOME REMARKS ON THE GL(2) CONVERSE THEOREM : JOINT WITH MUTHU KRISHNAMURTHY (Automorphic Representations and Related Topics) (2013) (0)
Detecting squarefree numbers. Mathematical (2), (2015) (0)
An extension of Venkatesh’s converse theorem to the Selberg class (2022) (0)
Memorial Issue ON MULLIN ’ S SECOND SEQUENCE OF PRIMES (0)
New integral representations for Rankin-Selberg L-functions (2018) (0)
A conjectural extension of Hecke’s converse theorem (2017) (0)
(2016). A converse theorem for GL(n). Advances in Mathematics , 296 , 154-180. (2016) (0)
A note on Maass forms of icosahedral type (2017) (0)
(2014). Zeros of L-functions outside the critical strip. Algebra (2014) (0)
UncoveringaNew L-function (2008) (0)
Wolstenholme and Vandiver primes (2021) (0)
Corrigendum: Further refinements of the GL(2) converse theorem (2015) (0)
Turing’s Method for the Selberg Zeta-Function (2018) (0)
Subconvexity bounds and simple zeros of modular L-functions 15rit201 (2016) (0)
L -functions as distributions (2015) (0)
DETECTING SQUAREFREE NUMBERS : JOINT WITH GHAITH A. HIARY AND JON P. KEATING (Analytic Number Theory : Number Theory through Approximation and Asymptotics) (2014) (0)
MAASS FORMS AND L-FUNCTIONS (2018) (0)
DETECTING SQUAREFREE NUMBERS (Analytic Number Theory : Number Theory through Approximation and Asymptotics) (2014) (0)

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What Schools Are Affiliated With Andrew Booker ?

Andrew Booker is affiliated with the following schools:

Andrew Booker 's Academic­Influence.com Rankings