Speaker
Pavel Meshcheriakov
(MIPT, Skoltech, Landau Institute for Theoretical Physics)
Description
In our work, we consider the problem of finding the spectrum of eigenvalues of a random real antisymmetric matrix $J$ with large size $N\gg1$. We study the case of non-zero mean value using the replica method.
This problem is motivated by a $\text{SYK}_2$ model with connections from a Gaussian distribution with non-zero mean.
Primary authors
Pavel Meshcheriakov
(MIPT, Skoltech, Landau Institute for Theoretical Physics)
Andrei Katsevich
(MIPT, Landau Institute for Theoretical Physics)
