Decoding a Flat Space Hologram
Gordon Semenoff (gordonws@phas.ubc.ca)
*refreshments will be served at 3:45pm
All are welcome to this event!
Abstract:
The holographic principle suggests that quantum gravity can be described by an equivalent lower-dimensional field theory.
While this idea is well-established in anti–de Sitter space, extending it to more realistic settings remains an open challenge.
This talk presents recent progress toward a flat space hologram, where scattering amplitudes are expressed as correlators
at null infinity. I will discuss how asymptotic symmetries guide a new framework linking infrared physics, quantum information,
and the organization of scattering data, and outline key questions still to be resolved.
Bio:
Sabrina Gonzalez Pasterski (PhD Harvard University, 2019) is a high energy theorist who joined the Perimeter faculty in 2021 after completing a Postdoctoral Fellowship at the Princeton Centre for Theoretical Science. Her research prior to joining PI includes discovering infinite dimensional symmetry enhancements of the S-matrix, a new observable memory effect in gravity, and a framework for generalizing these features of infrared physics to other theories. As the founder and principal investigator of our new Celestial Holography Initiative, she is leading a team of amplitudes, mathematical physics, and quantum gravity researchers in a concerted effort to tackle the problem of uniting our understanding of spacetime with quantum theory by encoding our universe as a hologram.
Learn More:
- Read about her on the Perimeter Institute website: Sabrina Pasterski | Perimeter Institute
- Read her Wikipedia page: Sabrina Gonzalez Pasterski - Wikipedia
- Watch her on Youtube:
- Sabrina Gonzalez Pasterski: Planes, Symmetries, and a New Map of the Universe
- At Women in Tech Summit 2019: Sabrina Gonzalez Pasterski at Perspektywy Women in Tech Summit 2019
- 2007 PBS Interview: Sabrina's 2007 PBS Interview
Resources:
- What is Celestial Holography: Celestial Holography Initiative | Perimeter Institute
- What is the S-matrix: S-matrix - Wikipedia