Ohio State nav bar

HEP Seminar- Marcel Hughes (OSU)- Insights into black hole microstates from AdS3 holography

Photo of the outside of the PRB with sun shining and students walking past.
April 3, 2024
3:00PM - 4:00PM
4138 Physics Research Building

Date Range
Add to Calendar 2024-04-03 15:00:00 2024-04-03 16:00:00 HEP Seminar- Marcel Hughes (OSU)- Insights into black hole microstates from AdS3 holography Dr. Marcel HughesThe Ohio State University Department of PhysicsInsights into black hole microstates from AdS3 holographyLocation: 4138 Physics Research Building Abstract: The fuzzball proposal aims at a unitary resolution within string theory to the information paradox. As a part of this drive to understand black holes at microscopic scales, families of smooth and horizon-less microstate geometries have been explicitly constructed for the Strominger-Vafa black hole. Via the AdS3/CFT2 correspondence, it is also possible to study this black hole using techniques of 2d conformal field theory, wherein its microstates correspond to heavy pure states in the CFT. I will review the connection between the bulk eikonal and Regge limit CFT data of certain non-protected multi-trace operators exchanged in heavy-heavy-light-light correlation functions, and discuss explicit examples computed in particular microstate geometries. 4138 Physics Research Building Department of Physics physics@osu.edu America/New_York public

Dr. Marcel Hughes

The Ohio State University Department of Physics

Insights into black hole microstates from AdS3 holography

Location: 4138 Physics Research Building

 

Abstract: The fuzzball proposal aims at a unitary resolution within string theory to the information paradox. As a part of this drive to understand black holes at microscopic scales, families of smooth and horizon-less microstate geometries have been explicitly constructed for the Strominger-Vafa black hole. Via the AdS3/CFT2 correspondence, it is also possible to study this black hole using techniques of 2d conformal field theory, wherein its microstates correspond to heavy pure states in the CFT. I will review the connection between the bulk eikonal and Regge limit CFT data of certain non-protected multi-trace operators exchanged in heavy-heavy-light-light correlation functions, and discuss explicit examples computed in particular microstate geometries.