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Mirlin, Rockstuhl, Schmalian, Schön, Shnirman

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10.1

Rockstuhl, Schön

Di 12.30-14.00

10/1

Fr 15.45-17.15

Lehmann HS

Do 17.15-18.45



SYK model with quadratic perturbations: the route to a non-Fermi-liquid

Seminar über Theoretische Festkörperphysik

Vortragender:

Alexey Lunkin

Datum:

16.07.2018 14:00

Ort:

Room 10.01, 10th Floor, Bldg. 30.23, KIT Campus South

Zugehörigkeit:

Landau Institute for Theoretical Physics, Russia

Gastgeber:

Konstantin Tikhonov

Abstract

We study stability of the SYK_4 model with a large but finite number of fermions N with respect to a perturbation, quadratic in fermionic operators. We develop analytic perturbation theory in the amplitude of the perturbation and demonstrate stability of the SYK_4 infra-red asymptotic behavior characterized by a Green function G(t) ~ t^(-3/2), with respect to weak quadratic perturbation. This result is supported by numerical exact diagonalization and solution of the mean-field equations. Our results open the way to build a theory of non-Fermi-liquid states of strongly interacting fermions.