Jul 22 – 28, 2018
Kellogg Hotel and Conference Center
EST timezone

Critical Point and Deconfinement in Stochastic Thermal Fields

Jul 27, 2018, 6:10 PM
104 (Kellogg Hotel and Conference Center)


Kellogg Hotel and Conference Center

219 S Harrison Rd, East Lansing, MI 48824
Parallel Theoretical Developments Theoretical Developments


Prof. Gennady Kozlov (JINR)


The critical phenomena of strongly interacting matter are studied in the random fluctuation walk model at finite temperature. The phase transitions are considered in systems where the Critical Point (CP) is a distinct singular one existence of which is dictated by the dynamics of conformal symmetry breaking. The physical approach to the effective CP is predicted through the influence fluctuations of two-particle quantum correlations to which the critical mode couples. The finite size scaling effects are used to extract the vicinity of deconfinement phase transition. We obtain the size of the particle emission source affected by the stochastic forces in thermal medium characterized by the Ginzburg-Landau parameter which is defined by the correlation length of characteristic dual gauge field. The size above mentioned blows up when the temperature approaches the critical value as correlation length becomes large enough. The results are the subject to the physical programs at accelerators to search the hadronic matter produced at extreme conditions.

Primary author

Prof. Gennady Kozlov (JINR)

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