Speaker
Bharath Sambasivam
Description
The Sachdev-Ye-Kitaev (SYK) model is a fermionic model with $N$-flavors in $(0+1)$-dimensions that has holographic properties and saturates the Chaos bound in the large $N$, and low-temperature limit, where the model gains an approximate conformal symmetry. We propose an improved resource scaling $\mathcal{O}(N^5J^2t^2/\epsilon)$, and show results from noisy quantum hardware for $N=6,8$. In another upcoming paper, we study the SYK model at finite temperature using Variational methods and prepare thermal states for up to $N=12$ on simulators and $N=8$ on hardware.
Authors
Bharath Sambasivam
Prof.
Felix Ringer
(Old Dominion University, Jefferson Lab)
Dr
Jack Araz
(Jefferson Lab)
Dr
Muhammad Asaduzzaman
(The University of Iowa)
Dr
Raghav Jha
(Jefferson Lab)
