Refining the Phragmen-Lindel?f principle in strips
Tuesday, 05 May 2026 at 13:35
A Number Theory, Algebra and Geometry Seminar
Event details
In this talk I’ll extend Bohr’s abscissae of summability to analytic and polynomially bounded functions in strips. Generally, the abscissae are approximately concave iff the order function is linear. In the extended Selberg class with subconvexity, the abscissae are strictly concave iff the Lindelöf Hypothesis holds. The latter implies a conjecture of Rubinstein.
Organiser
Mathematics and Statistics
Location
Harrison 209