Dirichlet Series and Analysis on Polydiscs

This is a project funded by the Research Council of Norway, running from 2013 until 2018. The main object is investigate some of the basic problems of operator-related function theory and harmonic analysis on the infinite-dimensional torus, and to develop synergies with related areas such as analytic number theory, uniform distribution theory, and diophantine approximation.

• Kristian Seip, Principal Investigator
• Andriy Bondarenko, ERCIM Alain Bensoussan Fellow
• Winston Heap, Postdoctoral Fellow
• Ole Fredrik Brevig, PhD student
• Jing Zhao, PhD student

• Michel Weber, June 1 - June 20, 2014
• Hervé Queffélec (Lille), April 18 - May 11, 2014
• Titus Hilberdink, January 24 - 31, 2014
• Pablo Sevilla (Valencia), August 15 - September 2, 2014

• April 29, 10:15-11:00, Room 734
• May 06, Tuesday, 10:15-11:00, Room 734
• May 14, Wednesday, 10:15-11:00, Room 734
• May 22, Thursday, 10:15-11:00, Room 734
• May 30, Friday, 10:15-12:00, Room 734
• June 03, Tuesday, 10:15-12:00, Room 734
• June 03, Tuesday, 10:15-11:00, Room 734
• June 10, Tuesday, 11:15-12:00, Room 734
• June 17, Tuesday, 11:15-12:00, Room 734
• June 24, Tuesday, 11:15-12:00, Room 734

• Analytic Number Theory Day, June 18, 2014
• Workshop: Dirichlet Series and Analysis on Polydiscs

• Spring 2014
  • March 7, 11:00-12:00, Room 822
  • March 28, 11:00-12:00, Room 822