It is known that the real field expanded by each of the Riemann zeta function on (1,+∞) and by the Euler Gamma function on (0,+∞) is o-minimal, but the question whether their amalgamation is o-minimal remains open. Our goal is to show that the latter is true.
Impact
Answering this question is a testing ground for various ideas related to Hilbert's 16th problem, which has remained open for almost 120 years.
Student Experience
none
Countries
Canada, France
Impact
Research
Institutional Partner(s)
Community Partner(s)
Industry Partner(s)
Key Outcomes
Publications
Sponsorship
Federal Provincial Foreign
Sponsorship Details
NSERC discovery grant 261961, McMaster University, Université de Paris 7
