10–14 Oct 2022
EIMI, St. Petersburg
Europe/Moscow timezone

Analytic Properties of the Quark Density in QC$_2$D and the Sign Problem

12 Oct 2022, 10:40
20m
Room 1 - 209 (EIMI)

Room 1 - 209

EIMI

Speaker

Roman Rogalyov (NRC "Kurchatov Insitute" - IHEP)

Description

Analytic dependence of the quark density on the quark chemical potential is extracted from the data simulated in lattice rergularization of QC$_2$D. It is shown that the cluster expansion model provides the best parametrization for analytic continuation of the quark density from imaginary to real values of the chemical potential. The problem of calculation of canonical partition functions and partial probabilities at high quark densities is discussed.

Primary author

Roman Rogalyov (NRC "Kurchatov Insitute" - IHEP)

Co-authors

Aleksandr Begun (Pacific Quantum Center, Far Eastern Federal University) Atsushi Nakamura (RCNP, Osaka University) Nikolay Gerasimeniuk (Pacific Quantum Center, Far Eastern Federal University) Vitaly Bornyakov (NRC "Kurchatov Institute" - IHEP, NRC "Kurchatov Institute" - ITEP) Vladimir Goy (Pacific Quantum Center, Far Eastern Federal University) Volodymyr Vovchenko (Nuclear Science Division, Lawrence Berkeley National Laboratory)

Presentation materials