Date

2024年5月1日 (水) 14:00

QG group meeting.
Speaker: David O'Connell.
Title: "Quantum Fields on non-Hausdorff Backgrounds".

Date

2024年4月25日 (木) 16:00

Ana-Maria Raclariu

King's College London

Date

2024年4月30日 (火) 15:00

Language: English

Date

2024年4月22日 (月) 9:30 〜 2024年4月26日 (金) 16:00

Spring Workshop on the Representation Theory of Algebras and related areas mini-courses & research talks

Mini-courses by : Thomas Brustle (Canada), Aaron Chan (Japan), Nathan Reading (USA)

n), Nath

Date

2024年4月25日 (木) 10:30 〜 11:30

OIST organizer: OIST Center for Quantum Technologies (OCQT) , Nemoto Unit (Quantum Information Science and Technology Unit) and Bill Unit (Quantum Engineering & Design Unit) | OIST members are welcome to attend all scientific sessions.

Date

2024年4月24日 (水) 15:00

QG group meeting.
Speaker: Yasha Neiman.
Title: "Lightcone and unfolding - opposites yet the same".

Date

2024年4月26日 (金) 11:00 〜 12:00

Dr. Gordon Wichern, Senior Principal Research Scientist, MERL (Mitsubishi Electric Research Laboratories) 

Title: Towards explaining audio generative models

Date

2024年4月19日 (金) 13:00 〜 14:00

OIST organizer: OIST Center for Quantum Technologies (OCQT) and Bill Munro (Quantum Engineering & Design Unit) | OIST members are welcome to attend all scientific sessions.

Date

2024年5月29日 (水) 15:00

Speaker : Professor Neal Bez, Saitama University

Title : The Brascamp-Lieb Inequality

 

★Please click here to register

Date

2024年5月15日 (水) 10:00 〜 11:00

Speaker: Professor Jana Björn, Linköping University and OIST TSVP Visiting Scholar

Title: The Dirichlet Problem and Boundary Regularity for Nonlinear Parabolic Equations

Abstract: As shown by Serrin in 1964, the growth at an isolated singularity of solutions to the elliptic equation div A(x, ∇u) = 0 in Rn (including p-harmonic functions with p > 1) is exactly determined by the dimension n and the parameter p associated with the equation. In this talk, I will discuss growth and integrability properties for p-harmonic Green functions and their gradients on weighted Rn, with a p-admissible weight, as well as on complete metric spaces equipped with a doubling measure supporting a p-Poincar´e inequality. In these situations, the dimension n is replaced by the local growth of the underlying measure near the isolated singularity, and the obtained growth and integrability exponents are sharp.

Pages