Roger Baker

Office: 
328 TMCB
Email: 
bakeratmath [dot] byu [dot] edu
Phone: 
(801) 422-7424
Fax: 
(801) 422-0504
Curriculum Vitae: 
application/pdf iconbakercv.pdf
Research Interests: 

Analytic number theory,including exponential sums, sieve methods, prime number distribution

 

Diophantine inequalities

 

Metric number theory, including sets of fractional dimension

Prizes and Awards: 
• Research prize of the Hardy-Ramanujan society (twice)
Publications: 
• Numbers with a large prime factor II. Analytic number theory, Essays in honour of Klaus Roth, (2009), 1-14.
• Numbers in a given set with (or without) a large prime factor, Ramanujan Journal, 20 (2010), 275-295.
• Sums of two relatively prime k-th powers, Functiones et Approximatio, 42(1) (2010), 67-112.
• Zeros of a quadratic form at squarefree points, J. Number Theory, 130 (2010), 2119-2146.
• Weyl’s theorem in the measure theory of numbers, Dependence in Probability, Analysis and Number Theory, (2010), 51-72.
• The distribution of k-free numbers, Acta Math. Hungar., 126 (2010), 181-197.
• Primitive lattice points in planar domains, Acta Arithmetica, 142 (2010), 267-302.
• Sequences that omit a box modulo 1, Advances in Math., 227 (2011), 1757-1771.
• Primes in arithmetic progressions to spaced moduli, Acta Arith. 153(2), 2012, pp. 133-159.